Rafael Perez presents a project on the properties of parallelograms, squares, rectangles, and rhombuses. The document outlines the key properties of each shape, compares squares and rhombuses and squares and rectangles based on their similar properties, and contrasts squares from rhombuses and rectangles based on their differing properties. Rafael concludes by summarizing the defining properties of a square.
Direction Sense Problems in Reasoning WBCS ExamWBCSMadeEasy™
Direction Sense Problems in Reasoning WBCS Exam
Direction sense is one of the prime topics
in logical reasoning.
Questions from this topic generally involve an individual travelling certain distances in certain directions.
The best way to solve these problems is to represent the traces of the path traversed by the person, as found in the information provided by the question
Courtesy Dept of Analytical Skill, LPU
This is a PowerPoint I prepared during my Teaching Practice on Symmetry. Not all slides are original !! It covers the whole symmetry topic :) Hope you find it useful !
Direction Sense Problems in Reasoning WBCS ExamWBCSMadeEasy™
Direction Sense Problems in Reasoning WBCS Exam
Direction sense is one of the prime topics
in logical reasoning.
Questions from this topic generally involve an individual travelling certain distances in certain directions.
The best way to solve these problems is to represent the traces of the path traversed by the person, as found in the information provided by the question
Courtesy Dept of Analytical Skill, LPU
This is a PowerPoint I prepared during my Teaching Practice on Symmetry. Not all slides are original !! It covers the whole symmetry topic :) Hope you find it useful !
2. Welcome To Geometry !
Hello my name is Rafael Perez, Im
16 years old. My Teacher is the
very amazing, talented, funny Ms.
Bush. What I am doing in this
project is a parallelogram story.
3. Basic Properties
For a shape to be parallelogram it needs these
5 characteris:
1.) Diagonals Bisect Each Other
2.) Opposite Angles Are Congruent
3.) Opposite Sides Are Congruent
4.) Opposite Sides Are Parallel
5.) Consecutive Interior Angles Are
Supplementary
4. Specific Properties
A Square:
1. All Sides Are Congruent
2. 4 Right Angles
3. Slopes of adjacent sides have negative
slopes
4. Diagonals Are Perpendicular
5. Diagonals Bisect Opposite triangles
6. Diagonals Are Congruent
5. Comparison
A square is similar to a rhombus because they
share:
1. All sides are congruent
2. Diagonals are perpendicular
3. Diagonals bisect opposite angles
A square is similar to a rectangle because they
share:
1. 4 right angles
2. Slopes have negative reciprocals
3. Diagonals are congruent
6. Contrast
A square is different from because a rhombus
doesn't have:
1. A rhombus doesn't have 4 right angles
2. A rhombus doesn't have negative reciprocals
3. A rhombus doesn't have Diagonals are
congruent
4. Sides are perpendicular
7. Contrast
A square is different from a rectangle because
a rectangle doesn't have:
1. All sides are congruent
2. Diagonals are perpendicular
3. Diagonals Intersect opposite sides
8. Big Picture
Rafael Perez
1.)Square has 4 1.)4 right angles
right angles 1.)4 right angles 2.)1 congruent side
2.)All sides are 2.)Diagonals are 3.)Diagonals are
congruent perpendicular perpendicular
3.)Diagonals are
congrunt
4.)Diagonals are
perpendicular