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This document defines and describes basic solid figures and their components. It explains that a solid figure is a 3D object with length, width, and height or thickness. The key parts are faces, edges where faces meet, and vertices where three or more faces connect. It provides examples of prisms and pyramids, which are named after the shape of their base, and mentions curved surface solids.

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Shapes , space , and patterns

Shapes , space , and patterns

Angles class 5

Angles class 5

Decimals

Decimals

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Shapes , space , and patterns

A cuboid has 8 corners, 12 edges, and 6 faces. Lines can be straight or curved, with straight lines being vertical, horizontal, or slanting. Closed shapes that do not cross themselves are simple closed curves. Polygons are closed shapes formed only with straight lines. Polygons are named according to the number of sides, with a 3-sided shape called a triangle and a 4-sided shape called a quadrilateral. A rectangle has opposite sides of equal length and a square has 4 equal sides.

Angles class 5

This document provides an overview of geometry concepts to be covered in a 5th grade mathematics class. It will discuss basic geometry symbols, how angles are formed, types of angles including acute, obtuse, right, straight and complementary/supplementary angles. It will also cover using a protractor to measure and draw angles.

Decimals

This document provides an introduction to decimals for students. It begins with an overview of decimals and then discusses how to write, read, and compare decimal values. Examples are provided such as writing amounts of money in decimal form. The document explains place value of decimals and how to use symbols like tenths, hundredths and thousandths. Students are given opportunities to practice writing, reading and comparing decimal values through interactive exercises.

Properties of addition

This document discusses three properties of addition: 1) The commutative property states that changing the order of numbers being added does not change the sum. 2) The associative property means that regrouping addends does not change the sum. 3) The identity property says that adding zero to a number results in the original number.

Rounding Numbers (Math 4)

This document provides instructions for rounding whole numbers to the nearest place value. It explains that you identify the digit in the rounding place, look at the digit to its right, and then either retain the rounding digit if it is 0-4 or add one to the rounding digit if it is 5-9 before replacing all digits to the right with zeros. It then provides examples of rounding the numbers 5,364 to the nearest thousands and 28,593 to the nearest ten thousands.

4-6 Estimating Products

This document provides examples of estimating products by rounding numbers to the greatest place value. It shows rounding dollar amounts and whole numbers to the nearest hundred, ten, or ones place. The steps shown are to round each number, then multiply the rounded numbers using mental math. Examples include estimating $187 x 18 by rounding to $200 x 20 = $4,000, and 147 x 353 by rounding to 100 x 400 = 40,000.

2-10 Adding and Subtracting Decimals

The document provides step-by-step instructions for adding and subtracting decimals. It explains how to line up the decimals properly, then add or subtract place values from right to left, regrouping when needed. Examples shown include adding 4.73 + 3.54 = 8.27 and subtracting 53.261 - 53.214 = 0.047. The steps emphasize placing decimals in the correct position in the final answer.

Geometry Power Point 5th grade

Geometry is the branch of mathematics that measures and compares points, lines, angles, surfaces, and solids. It defines basic shapes such as points, lines, rays, angles, and planes. It also covers types of angles and intersections between lines. Additionally, it categorizes polygons by number of sides and characteristics. Key concepts include perimeter, area, symmetry, and three-dimensional solids. The document provides definitions and examples of basic geometric elements, shapes, their properties, and how to measure them.

Division of decimals

Dividing decimals involves the following steps:
1. When dividing a decimal by a whole number, place the decimal point in the quotient above the decimal point in the dividend. Divide as usual.
2. When dividing one decimal by another, move the decimal point in the divisor right until the end of its digits and move the decimal point in the dividend the same number of places.
3. Terminating decimals stop at a certain digit. Repeating decimals have a repeating digit or group of digits that is usually denoted with a bar.

Comparing fractions

The document discusses comparing fractions and determining which fraction is bigger. It explains that if the denominators are the same, the fraction with the largest numerator is the biggest. It provides examples of comparing different fractions involving chocolate and broccoli and identifying the larger of two fractions.

problem solving: multiplication

The document provides steps to solve word problems and examples of multiplication word problems. It explains that there are 4 easy steps: understand the problem, get a plan, solve it, and look back. Examples include finding the total number of blankets delivered in 3 equal shipments of 213 blankets each and the total number of plastic bags collected from 12 elementary schools that each collected 11,846 bags.

Comparing numbers!

This document provides information about comparing numbers using the concepts of same as, more than, less than, increasing order, and decreasing order. It uses examples of M&Ms to demonstrate these concepts in an activity where students compare quantities of different colored M&Ms. Students are instructed to arrange their M&Ms according to increasing and decreasing order by color and use them to show comparisons such as 5 being more than 2 or 3 being less than 4.

Greatest Common Factor

The greatest common factor (GCF) is the largest number that divides both numbers. There are two methods to find the GCF: listing the factors of each number, where the GCF is the largest shared factor, or using a ladder method where you divide both numbers by their common prime factors until only one number remains. The document provides examples of finding the GCF of 18 and 30 by listing factors, and of 27 and 36 using the ladder method.

Comparing And Ordering Decimals

1) The document discusses ordering decimals from least to greatest using place value and number lines. It provides examples of ordering prices from a McDonald's menu and test scores.
2) Equivalent decimals have the same value even if they have a different number of decimal places. Annexing zeros by adding trailing zeros does not change a decimal's value.
3) To order decimals from least to greatest, decimals are first lined up and zeros are annexed to give each number the same number of decimal places. Then the decimals are compared using place value starting from the left.

Converting fractions improper to mixed numbers

This document provides instructions for converting between mixed numbers and improper fractions. It defines mixed numbers as having a whole number part and fractional part, and improper fractions as fractions where the numerator is larger than the denominator. The document then provides step-by-step instructions for converting a mixed number to an improper fraction by multiplying the whole number by the denominator and adding the numerator, and for converting an improper fraction to a mixed number by dividing the numerator by the denominator and writing the remainder over the denominator. Several examples are worked through.

PRIME AND COMPOSITE NUMBERS.ppt

The document defines prime and composite numbers. A prime number is only divisible by 1 and itself, and has exactly two factors. Composite numbers have more than two factors. Some examples of prime numbers given are 2, 3, 5, 7, 11, while 4, 6, 8, 9, 10 are examples of composite numbers. One is special in that it is neither prime nor composite since it only has one factor.

Ch 2 Decimals Powerpoint

This document discusses decimals, place value, comparing and ordering decimals, and converting fractions to decimals. It provides examples of decimals representing quantities like money, ratios, and measurements. Key concepts covered include:
1) The value of digits in a decimal is based on powers of ten, with digits to the left of the decimal point representing whole numbers and digits to the right representing fractional values.
2) Decimals can be compared by examining the place value of the digits, reading from left to right.
3) Fractions can be converted to decimals by dividing the numerator by the denominator.

Division

Division is one of the four basic mathematical operations. It involves splitting a number, called the dividend, into equal groups or parts using another number, called the divisor, to find the quotient. There are two forms of writing division - horizontal uses the division symbol ÷, while vertical stacks the dividend above the divisor with the answer below. Division is the opposite of multiplication, so if you know a multiplication fact you can derive the corresponding division fact.

Area of rectangles

The document discusses calculating the area of rectangles and irregular shapes. It explains that area is measured in square units like square centimeters and square meters. To find the area of a rectangle, you multiply its length by its width. For irregular shapes, you split the shape into multiple rectangles, calculate the area of each, and add them together to find the total area.

2 d and 3d shapes

This document discusses 2-dimensional and 3-dimensional shapes. 2-dimensional shapes are flat figures with no height, such as circles, ovals, squares, rectangles, and triangles. 3-dimensional shapes are solid figures with height and volume that can hold things, including spheres, prisms, pyramids, cones, and cylinders.

Shapes , space , and patterns

Shapes , space , and patterns

Angles class 5

Angles class 5

Decimals

Decimals

Properties of addition

Properties of addition

Rounding Numbers (Math 4)

Rounding Numbers (Math 4)

4-6 Estimating Products

4-6 Estimating Products

2-10 Adding and Subtracting Decimals

2-10 Adding and Subtracting Decimals

Geometry Power Point 5th grade

Geometry Power Point 5th grade

Division of decimals

Division of decimals

Comparing fractions

Comparing fractions

problem solving: multiplication

problem solving: multiplication

Comparing numbers!

Comparing numbers!

Greatest Common Factor

Greatest Common Factor

Comparing And Ordering Decimals

Comparing And Ordering Decimals

Converting fractions improper to mixed numbers

Converting fractions improper to mixed numbers

PRIME AND COMPOSITE NUMBERS.ppt

PRIME AND COMPOSITE NUMBERS.ppt

Ch 2 Decimals Powerpoint

Ch 2 Decimals Powerpoint

Division

Division

Area of rectangles

Area of rectangles

2 d and 3d shapes

2 d and 3d shapes

Introduction 3D shapes

Introduction of 3D shapes/Solid Shapes for primary 6 Students
Hope it will be help the students to learn about the 3D shapes

Shapes

This document defines and describes various two-dimensional and three-dimensional shapes. It discusses properties such as faces, edges, vertices, parallel and perpendicular lines. Specific shapes covered include cubes, cuboids, spheres, hemispheres, cones, cylinders, pyramids, prisms and various plane shapes such as polygons, quadrilaterals, rectangles, kites, rhombuses, trapezoids, pentagons and hexagons.

Properties of 2_d_3d_shapes

This document defines and describes various two-dimensional and three-dimensional shapes. It discusses properties such as faces, edges, vertices, parallel and perpendicular lines. Specific shapes covered include cubes, cuboids, spheres, hemispheres, cones, cylinders, pyramids, prisms and various plane shapes such as polygons, quadrilaterals, rectangles, kites, rhombuses, trapezoids, pentagons and hexagons.

Properties of 2_d_3d_shapes

This document defines and describes various two-dimensional and three-dimensional shapes. It discusses properties such as faces, edges, vertices, parallel and perpendicular lines. Specific shapes covered include cubes, cuboids, spheres, hemispheres, cones, cylinders, pyramids, prisms and various plane shapes such as polygons, quadrilaterals, rectangles, kites, rhombuses, trapezoids, pentagons and hexagons.

weeeeeeths hdoon totototofofofofoooo.pptx

This document defines and describes various two-dimensional and three-dimensional shapes. It discusses properties such as faces, edges, vertices, parallel and perpendicular lines. Specific shapes covered include cubes, cuboids, spheres, hemispheres, cones, cylinders, pyramids, prisms as well as two-dimensional polygons, quadrilaterals and other plane shapes. The document aims to explain key geometric properties and terminology related to describing solid and plane shapes.

Properties of 2_d_3d_shapes

The document defines and describes various two-dimensional and three-dimensional shapes. It discusses properties such as faces, edges, vertices, parallel and perpendicular lines. Specific shapes described include cubes, cuboids, spheres, hemispheres, cones, cylinders, pyramids and prisms. Plane shapes such as polygons, quadrilaterals, rectangles, kites, rhombuses and trapezoids are also defined.

TYPES OF SHAPES

This document defines and describes various two-dimensional and three-dimensional shapes. It explains key properties such as the number of dimensions, faces, edges, vertices and whether shapes have parallel or perpendicular sides. Specific shapes defined include cubes, spheres, cones, cylinders and pyramids. Plane shapes such as polygons, quadrilaterals, rectangles and triangles are also explained.

INTRODUCING TO TYPES OF SHAPES

This document defines and describes various two-dimensional and three-dimensional shapes. It explains key properties such as the number of dimensions, faces, edges, vertices and whether shapes have parallel or perpendicular sides. Specific shapes defined include cubes, spheres, cones, cylinders and pyramids. Plane shapes such as polygons, quadrilaterals, rectangles and triangles are also explained.

Visualizing solid shapes!!!

This document discusses different types of 2D and 3D shapes. It describes 2D shapes as flat objects defined by straight or curved lines, including polygons like triangles and squares. 3D shapes have length, width, and height, enclosing a volume. They are characterized by faces, vertices, and edges. The document contrasts 2D and 3D properties, provides examples of 3D shapes like cubes and pyramids, and defines key 3D geometric terms such as faces, edges, and vertices.

Obj. 42 Solid Geometry

This document defines key terms and concepts in solid geometry, including:
- Classifying three-dimensional figures according to their properties like faces, edges, and vertices.
- Using nets and cross sections to analyze three-dimensional shapes.
- Common solids like prisms, pyramids, cylinders, and their properties.
- Euler's formula relating the number of vertices, edges, and faces in a polyhedron.
- The five Platonic solids - regular polyhedra with faces of identical regular polygons.

Solid Figures

This document describes properties of two-dimensional and three-dimensional shapes. It defines key terms like faces, edges, vertices, parallel and perpendicular lines. It then discusses properties of common 3D shapes like cubes, cuboids, spheres, pyramids and cylinders. It notes which shapes have some perpendicular/parallel faces and edges. The document also covers types of 2D shapes including polygons, quadrilaterals, circles and triangles.

Properties of 2_d_3d_shapes

This document describes properties of two-dimensional and three-dimensional shapes. It defines key terms like faces, edges, vertices, parallel and perpendicular lines. It then discusses properties of common 3D shapes like cubes, cuboids, spheres, pyramids and cylinders. It notes which shapes have some perpendicular/parallel faces and edges. The document also covers types of 2D shapes including polygons, quadrilaterals, circles and triangles.

SOLID FIGURES-DEMO.pptx

This document provides information about classifying and identifying three-dimensional geometric figures. It defines solid figures as having length, width and height and being able to stand on their own. Various solid figures are described, including polyhedrons with flat faces that can be polygons, as well as curved solids like cylinders and cones. Specific polyhedrons discussed include prisms, which have two congruent bases, and pyramids, which have one base. Prisms and pyramids are further classified based on their base shapes. The document also defines key elements of solid figures like faces, edges and vertices.

3D Figures

This document defines and provides examples of different 3D shapes (polyhedra and non-polyhedra). It explains that polyhedra are solid figures with polygon faces, while prisms have two parallel congruent bases and pyramids have one base. Examples are given for naming polyhedra based on their base shape and whether they are a prism or pyramid. The document also describes how to construct nets (unfolded shapes) for prisms and pyramids.

One's own work

A prism is a three-dimensional solid shape that has two identical and parallel bases joined by rectangular faces. It has flat faces and the same cross-sectional shape along its entire length. Prisms can have different cross-sectional shapes including squares, rectangles, triangles, pentagons and more. They are classified as regular if the cross-sectional shape is regular, or irregular if the cross-section is irregular. The surface area of a prism is calculated as two times the base area plus the base perimeter multiplied by the length. Its volume equals the area of one base multiplied by the length of the prism.

Presentation1 math

Types of pyramids include triangular, square, and pentagonal pyramids based on the shape of their base. A pyramid has triangular sides meeting at a single apex point directly above the center of its base. The surface area of a pyramid is the sum of the base area and half the perimeter multiplied by the slant height when the sides are equal triangles, or the sum of the base area and individual side areas when the sides are different shapes. The volume of any pyramid is one-third the area of the base multiplied by the height.

Presentation1 math

Types of pyramids include triangular, square, and pentagonal pyramids based on the shape of their base. A pyramid has triangular sides meeting at a single apex point directly above the center of its base. The surface area of a pyramid is the sum of the base area and half the perimeter multiplied by the slant height when the sides are equal triangles, or the sum of the base area and individual side areas when the sides are different shapes. The volume of any pyramid is one-third the area of the base multiplied by the height.

Presentation1 math

Types of pyramids include triangular, square, and pentagonal pyramids based on the shape of their base. A pyramid has triangular sides meeting at a single apex point directly above the center of its base. The surface area of a pyramid is the sum of the base area and half the perimeter multiplied by the slant height when the sides are equal triangles, or the sum of the base area and individual side areas when the sides are different shapes. The volume of any pyramid is one-third the area of the base multiplied by the height.

Prism powerpoint

A prism is a solid object that has two identical and parallel flat ends called bases, and has the same cross-sectional shape along its entire length. A cross-section is the shape made when cutting straight across an object. Prisms can have different cross-sectional shapes including triangles, rectangles, or other polygons. They are defined as having two identical, parallel bases connected by rectangular or polygonal faces.

Introduction 3D shapes

Introduction 3D shapes

Shapes

Shapes

Properties of 2_d_3d_shapes

Properties of 2_d_3d_shapes

Properties of 2_d_3d_shapes

Properties of 2_d_3d_shapes

weeeeeeths hdoon totototofofofofoooo.pptx

weeeeeeths hdoon totototofofofofoooo.pptx

Properties of 2_d_3d_shapes

Properties of 2_d_3d_shapes

TYPES OF SHAPES

TYPES OF SHAPES

INTRODUCING TO TYPES OF SHAPES

INTRODUCING TO TYPES OF SHAPES

Visualizing solid shapes!!!

Visualizing solid shapes!!!

Obj. 42 Solid Geometry

Obj. 42 Solid Geometry

Solid Figures

Solid Figures

Properties of 2_d_3d_shapes

Properties of 2_d_3d_shapes

SOLID FIGURES-DEMO.pptx

SOLID FIGURES-DEMO.pptx

3D Figures

3D Figures

One's own work

One's own work

Presentation1 math

Presentation1 math

Presentation1 math

Presentation1 math

Presentation1 math

Presentation1 math

Presentation1 math

Presentation1 math

Prism powerpoint

Prism powerpoint

Vertebrates

Vertebrates are animals that have backbones. They are further classified into mammals, fish, birds, amphibians, and reptiles. Mammals are warm-blooded and give birth to live young, while fish, amphibians and reptiles are cold-blooded and hatch from eggs. Birds are warm-blooded but hatch from eggs. Each group has distinguishing characteristics like scales, feathers, fins or fur that help them survive in different environments. The document provides examples of common vertebrates for each classification.

10 technology trends to watch in the COVID- 19 pandemic

The document discusses 10 technology trends that have emerged or accelerated due to the COVID-19 pandemic, including online shopping/robot deliveries, digital/contactless payments, remote work, distance learning, telehealth, online entertainment, supply chain 4.0, 3D printing, robotics/drones, and 5G/ICT. It notes that the pandemic has demonstrated the importance of digital readiness for businesses and societies to function during crises. However, ensuring inclusive access to technology will continue to be a challenge as digitization progresses.

Personality test by dalai lama

This personality test document instructs the reader to rank animals by preference, describe words in one word each, name a person associated with different colors, and provide a favorite number and day of the week. It then provides interpretations for each answer: the animals represent priorities like career and love, the word descriptions imply aspects of personality, the colors relate to important people, and the number and day predict when a wish will be received.

Buddhism

The document provides an overview of Buddhism, including its founder Siddhartha Gautama, also known as the Buddha, the history and spread of Buddhism, core beliefs and teachings such as the Four Noble Truths and Noble Eightfold Path, different types of Buddhism, key symbols, and festivals. It describes how Gautama was born a prince in Nepal and became enlightened under the Bodhi tree, establishing the foundations of Buddhism. His teachings on achieving inner peace through morality, meditation, and wisdom were spread after his death and Buddhism became the dominant religion in India under Emperor Ashoka.

Quadrilaterals

The unknown angle is 105 degrees.

Parts of a Circle

This document defines and describes the key terms and concepts related to circles. It explains that a circle is a figure without sides or angles, and is equal to 360 degrees. It then defines various parts of a circle including the center, diameter, radius, circumference, arcs, chords, tangents, secants, and angles both central and inscribed. Each term is concisely defined.

Area

This document defines area and perimeter, and provides formulas to calculate the area of different shapes. It defines area as the space occupied by a flat shape and explains that area is measured in square units. Formulas are given for calculating the area of a square, rectangle, parallelogram, triangle, and trapezoid using measurements of sides and other key dimensions. The key difference between perimeter and area is also explained, with perimeter being the distance around a figure and area being the space inside measured in square units.

Primitive School vs. Formal School

Primitive School during the ancient time of other civilizations down to present educational setup today in the Philippines

Angle

This document defines different types of angles and their measurements. It describes an angle as the figure formed by two rays sharing a common vertex point. The types of angles are acute, right, obtuse, straight, and reflex angles with measurements between 0 and 360 degrees. It also defines relationships between adjacent angles which are complementary if their sum is 90 degrees and supplementary if their sum is 180 degrees. Vertical angles are formed at the intersection of two lines and are always equal.

Divisivility Rules

The document discusses how Anna wants to share her 40 chocolates equally among her friends. It explains different ways to check if a number is divisible by 2, 3, 5, 9, or 10. Based on checking if 40 is divisible, it determines that Anna can divide the chocolates into 2, 5, or 10 equal groups.

Vertebrates

Vertebrates

10 technology trends to watch in the COVID- 19 pandemic

10 technology trends to watch in the COVID- 19 pandemic

Personality test by dalai lama

Personality test by dalai lama

Buddhism

Buddhism

Quadrilaterals

Quadrilaterals

Parts of a Circle

Parts of a Circle

Area

Area

Primitive School vs. Formal School

Primitive School vs. Formal School

Angle

Angle

Divisivility Rules

Divisivility Rules

Odoo 17 Events - Attendees List Scanning

Use the attendee list QR codes to register attendees quickly. Each attendee will have a QR code, which we can easily scan to register for an event. You will get the attendee list from the “Attendees” menu under “Reporting” menu.

QCE – Unpacking the syllabus Implications for Senior School practices and ass...

QCE – Unpacking the syllabus
Implications for Senior School practices and assessment in 2025

Dr. Nasir Mustafa CERTIFICATE OF APPRECIATION "NEUROANATOMY"

CERTIFICATE OF APPRECIATION
"NEUROANATOMY"
DURING THE JOINT ONLINE LECTURE SERIES HELD BY
KUTAISI UNIVERSITY (GEORGIA) AND ISTANBUL GELISIM UNIVERSITY (TURKEY)
FROM JUNE 10TH TO JUNE 14TH, 2024

RDBMS Lecture Notes Unit4 chapter12 VIEW

Description:
Welcome to the comprehensive guide on Relational Database Management System (RDBMS) concepts, tailored for final year B.Sc. Computer Science students affiliated with Alagappa University. This document covers fundamental principles and advanced topics in RDBMS, offering a structured approach to understanding databases in the context of modern computing. PDF content is prepared from the text book Learn Oracle 8I by JOSE A RAMALHO.
Key Topics Covered:
Main Topic : VIEW
Sub-Topic :
View Definition, Advantages and disadvantages, View Creation Syntax, View creation based on single table, view creation based on multiple table, Deleting View and View the definition of view
Target Audience:
Final year B.Sc. Computer Science students at Alagappa University seeking a solid foundation in RDBMS principles for academic and practical applications.
Previous Slides Link:
1. Data Integrity, Index, TAble Creation and maintenance https://www.slideshare.net/slideshow/lecture_notes_unit4_chapter_8_9_10_rdbms-for-the-students-affiliated-by-alagappa-university/270123800
2. Sequences : https://www.slideshare.net/slideshow/sequnces-lecture_notes_unit4_chapter11_sequence/270134792
About the Author:
Dr. S. Murugan is Associate Professor at Alagappa Government Arts College, Karaikudi. With 23 years of teaching experience in the field of Computer Science, Dr. S. Murugan has a passion for simplifying complex concepts in database management.
Disclaimer:
This document is intended for educational purposes only. The content presented here reflects the author’s understanding in the field of RDBMS as of 2024.

Allopathic M1 Srudent Orientation Powerpoint

Allopathic Medical M1 Orientation

Mail Server Configuration Using App passwords in Odoo 17

In Odoo 17, we can securely configure an email server to send and receive emails within the application. This is useful for features like sending quotations, invoices, and notifications via email. If our email service provider (e.g., Gmail, Outlook) supports app passwords, we can use them to authenticate our Odoo instance with the email server.

How To Sell Hamster Kombat Coin In Pre-market

How To Sell Hamster Kombat Coin In Pre Market
When you need to promote a cryptocurrency like Hamster Kombat Coin earlier than it officially hits the market, you want to connect to ability shoppers in locations wherein early trading occurs. Here’s how you can do it:
Make a message that explains why Hamster Kombat Coin is extremely good and why people have to spend money on it. Talk approximately its cool functions, the network in the back of it, or its destiny plans.
Search for cryptocurrency boards, social media groups (like Discord or Telegram), or special pre-market buying and selling structures wherein new crypto cash are traded. You can search for forums or companies that focus on new or lesser-acknowledged coins.
Join the Right Communities: If you are no longer already a member, be a part of those groups. Be active, share helpful statistics, and display which you recognize your stuff.
Post Your Offer: Once you experience comfortable and feature come to be a acquainted face, put up your offer to sell Hamster Kombat Coin. Be honest about how plenty you have got and the price you need.
Be short to reply to any questions capability customers may have. They may need to realize how the coin works, its destiny capability, or technical details. Make positive you have got the answers equipped.
Talk without delay with involved customers to agree on a charge and finalize the sale. Make sure both facets apprehend how the coins and money could be exchanged.
How To Sell Hamster Kombat Coin In Pre Market
Once everything is settled, move beforehand with the transaction as deliberate. You might switch the cash immediately or use a provider to assist.
Stay in Touch: After the sale, check in with the customer to ensure they were given the coins. If viable, leave feedback in the network to expose you’re truthful.
How To Sell Hamster Kombat Coin In Pre Market
When you need to promote a cryptocurrency like Hamster Kombat Coin earlier than it officially hits the market, you want to connect to ability shoppers in locations wherein early trading occurs. Here’s how you can do it:
Make a message that explains why Hamster Kombat Coin is extremely good and why people have to spend money on it. Talk approximately its cool functions, the network in the back of it, or its destiny plans.
Search for cryptocurrency boards, social media groups (like Discord or Telegram), or special pre-market buying and selling structures wherein new crypto cash are traded. You can search for forums or companies that focus on new or lesser-acknowledged coins.
Join the Right Communities: If you are no longer already a member, be a part of those groups. Be active, share helpful statistics, and display which you recognize your stuff.
Post Your Offer: Once you experience comfortable and feature come to be a acquainted face, put up your offer to sell Hamster Kombat Coin. Be honest about how plenty you have got and the price you need.
Hamster kombat free money Withdraw Easy free $500 mo

The Cruelty of Animal Testing in the Industry.pdf

PDF presentation

Codeavour 5.0 International Impact Report - The Biggest International AI, Cod...

Codeavour 5.0 International Impact Report - The Biggest International AI, Cod...Codeavour International

Unlocking potential across borders! 🌍✨ Discover the transformative journey of Codeavour 5.0 International, where young innovators from over 60 countries converged to pioneer solutions in AI, Coding, Robotics, and AR-VR. Through hands-on learning and mentorship, 57 teams emerged victorious, showcasing projects aligned with UN SDGs. 🚀
Codeavour 5.0 International empowered students from 800 schools worldwide to tackle pressing global challenges, from bustling cities to remote villages. With participation exceeding 5,000 students, this year's competition fostered creativity and critical thinking among the next generation of changemakers. Projects ranged from AI-driven healthcare innovations to sustainable agriculture solutions, each addressing local and global issues with technological prowess.
The journey began with a collective vision to harness technology for social good, as students collaborated across continents, guided by mentors and educators dedicated to nurturing their potential. Witnessing the impact firsthand, teams hailing from diverse backgrounds united to code for a better future, demonstrating the power of innovation in driving positive change.
As Codeavour continues to expand its global footprint, it not only celebrates technological innovation but also cultivates a spirit of collaboration and compassion. These young minds are not just coding; they are reshaping our world with creativity and resilience, laying the groundwork for a sustainable and inclusive future. Together, they inspire us to believe in the limitless possibilities of innovation and the profound impact of young voices united by a common goal.
Read the full impact report to learn more about the Codeavour 5.0 International.How to Empty a One2Many Field in Odoo 17

This slide discusses how to delete or clear records in an Odoo 17 one2many field. We'll achieve this by adding a button named "Delete Records." Clicking this button will delete all associated one2many records.

MATATAG CURRICULUM sample lesson exemplar.docx

matatag curriculum

Demonstration module in Odoo 17 - Odoo 17 Slides

In Odoo, a module represents a unit of functionality that can be added to the Odoo system to extend its features or customize its behavior. Each module typically consists of various components, such as models, views, controllers, security rules, data files, and more. Lets dive into the structure of a module in Odoo 17

C Interview Questions PDF By Scholarhat.pdf

C Interview Questions PDF By Scholarhat

Node JS Interview Question PDF By ScholarHat

Node JS Interview Question PDF

A beginner’s guide to project reviews - everything you wanted to know but wer...

A beginner’s guide to project reviews - everything you wanted to know but wer...Association for Project Management

APM event held on 9 July in Bristol.
Speaker: Roy Millard
The SWWE Regional Network were very pleased to welcome back to Bristol Roy Millard, of APM’s Assurance Interest Group on 9 July 2024, to talk about project reviews and hopefully answer all your questions.
Roy outlined his extensive career and his experience in setting up the APM’s Assurance Specific Interest Group, as they were known then.
Using Mentimeter, he asked a number of questions of the audience about their experience of project reviews and what they wanted to know.
Roy discussed what a project review was and examined a number of definitions, including APM’s Bok: “Project reviews take place throughout the project life cycle to check the likely or actual achievement of the objectives specified in the project management plan”
Why do we do project reviews? Different stakeholders will have different views about this, but usually it is about providing confidence that the project will deliver the expected outputs and benefits, that it is under control.
There are many types of project reviews, including peer reviews, internal audit, National Audit Office, IPA, etc.
Roy discussed the principles behind the Three Lines of Defence Model:, First line looks at management controls, policies, procedures, Second line at compliance, such as Gate reviews, QA, to check that controls are being followed, and third Line is independent external reviews for the organisations Board, such as Internal Audit or NAO audit.
Factors which affect project reviews include the scope, level of independence, customer of the review, team composition and time.
Project Audits are a special type of project review. They are generally more independent, formal with clear processes and audit trails, with a greater emphasis on compliance. Project reviews are generally more flexible and informal, but should be evidence based and have some level of independence.
Roy looked at 2 examples of where reviews went wrong, London Underground Sub-Surface Upgrade signalling contract, and London’s Garden Bridge. The former had poor 3 lines of defence, no internal audit and weak procurement skills, the latter was a Boris Johnson vanity project with no proper governance due to Johnson’s pressure and interference.
Roy discussed the principles of assurance reviews from APM’s Guide to Integrated Assurance (Free to Members), which include: independence, accountability, risk based, and impact, etc
Human factors are important in project reviews. The skills and knowledge of the review team, building trust with the project team to avoid defensiveness, body language, and team dynamics, which can only be assessed face to face, active listening, flexibility and objectively.
Click here for further content: https://www.apm.org.uk/news/a-beginner-s-guide-to-project-reviews-everything-you-wanted-to-know-but-were-too-afraid-to-ask/11EHS Term 3 Week 1 Unit 1 Review: Feedback and improvementpptx

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- 2. IS O L D
- 4. UF I G R E
- 6. GE D E
- 8. TE R EV X
- 10. CF A E S
- 12. MR A I DP Y
- 14. SR I MP
- 16. SOLID FIGURE
- 17. Solid Figure • Is a solid figure with 3Dimension (3D).3Dimension Lenght Width Height or Thickness
- 18. Parts of a Solid Figure • Face (plural- faces) The faces are the flat surfaces that make up the solid
- 19. Parts of a Solid Figure • Edge (plural- edges) An edge is a line segment where two faces meet.
- 20. Parts of a Solid Figure • Vertex (plural- vertices) A vertex (plural: vertices) is a point where three or more faces meet.
- 22. Types of Solid Figure • Prisms • Pyramids • Curved Surfaces
- 23. Prisms • Prisms are named by the shape of their bases. For example, a prism whose bases are in the shape of a triangle is called a triangular prism; a prism whose bases are in the shape of a rectangle is called a rectangular prisms, etc.
- 24. Pyramids • Similar to prisms, pyramids are also named by the shapes of their bases. A pyramid whose base is in the shape of a triangle is called a triangular pyramid.
- 25. Curved Surfaces • This are solid figures that contains curve surfaces.