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PERFORM ESTIMATION
OR BASIC CALCULATION
IN THE WORKPLACE
SIMON - THE AGRIPRENEUR
 Simon is just like you, a student, a son, and a dreamer.
He wants to be successful in life to help his parents who
are farmers. His parents are struggling and he witnesses
the hardship of his parents working all day in the farm.
Every time his parents come home tired, he would
dream that he could help his parents in managing the
farm business to lighten their burden.
 Suddenly, he thought why not start small today by
helping his parents estimate and calculate the expenses
for the materials and labor during the land preparation
FRACTION
A fraction simply tells us how many parts of a
whole we have. It can be recognize by the
slash called mark of division between two (2)
numbers. The upper number is called the
numerator and the lower number is called
denominator.
PERCENTAGES
 In mathematics, a percentage is a number
or ratio expressed as fraction of 100. It is
usually recognized using the percent sign “
%”. “Percent” also mean “per 100”.
 We can also compute the percentage by multiplication.
20% of 80 = ?
20% = 20/100 (as stated above, percent is per 100)
And, 20/100 x 80 = 16
So, 20% of 80 = 16
Example:
 As agreed, the farmer should give 50% of his harvest to the
owner of the land he tilled. If the farmer harvested 20
sacks of corn, how many sacks of corn should he give to the
owner?
 50% = 50/100
 50/100 x 20 = 10
 Hence, 50% of 20 = 10
 Therefore, the farmer should give 10 sacks of the harvested
corn to the land owner.
Ratio
 compares values. It says how much of one
thing there is compared to another thing.
Ratio can be written in different ways:
Use “:” to separate values
Example: 3:1
Use the word “to”
Example: 3 to 1
Write it like fraction
Example: 3/1
 Application:
 According to the package instruction, the 1 L
of the pesticide should be mixed 10 L of
water before application to the crops.
 So, the ratio of pesticide to water is 1:10. Or,
we can say that 10 L of water is to 1 L of
pesticide.
 Measurement is one of the most useful processes
ever developed. Almost everything you use
everyday is measured - from the clothes you
wear, the gadgets used, to the food you eat. The
shoes that you are wearing have sizes so that you
will know what size to choose in buying. Building
materials and machine parts have precise
measurements so that it will fit perfectly as
intended.
 It is a process of comparing unknown quantity to
a standard known quantity. Its many practical
applications show how Mathematics is relevant
and useful in our lives.
Standard Base Units of Measure
The official standard system of
measure in the Philippines is the
Metric System. This is used to
describe how long, how heavy, or how
big something is. Now let us discover
the different metric units and their
application in agriculture.
Fundamental Quantities and their Units and
Conversion
 LENGTH
 It is a physical quantity and is a measure of
distance.
 The basic unit is meter (m).
 Ruler, meterstick, and tape measure are
often used to measure the length of an
object.
MASS/WEIGHT
Mass refers to the amount of matter contained in an
object. Thus, it remains the same regardless of the
location.
Weight relates to the gravitational pull of the earth
upon a mass. Thus, a person’s weight on the Moon varies
his weight on Earth.
Just remember, mass and weight can be interchanged in
our everyday activity.
The basic unit is kilogram (kg).
Weighing Scale is the common instrument used in
measurement
Conversion Table of Mass
Quantity Name of Unit Symbol Value
Mass milligram mg
gram G 1 000 mg = 1 g
kilogram kg 1 000 g = 1 kg
tonne T 1 000 kg = 1 t
TIME
The basic unit of time is second(s).
Clocks and calendars are the
instrument used in measurement.
Conversion Table of Time
Quantity Name of Unit Symbol Value
Time second s
minute min 60 s = 1 min
hour h 60 min = 1 h
day day 24 h = 1 day
Other conversion factors that are used in
time measurement.
Unit Conversion Factors
1 century 100 years
1 score 20 years
1 decade 10 years
1 year 12 months or 365 1/4
days
1 week 7 days
Let’s convert:
How many seconds in one day?
Solution:
7 days x 60 min x 60 s = 252 000 s
Derived Quantities and Their Units
Area is the surface included within a particular set of
dimensions.
The basic unit of area is square meter (m2 or sq m).
 It is also expressed as meters x meters,
which is written as m2.
Farms with Regular Shapes
The formula for surface area (A) of square or
a rectangle:
 A = length (l) x width (w)
 In agriculture, hectare (ha) is the most common unit used. One (1) hectare is
equivalent to 10 000 square meter.
Conversion Table of Area
Quantity Name of
Unit
Symbol Value
Area Square
millimetre
mm2
Square
centimetre
cm2 1 cm2 = 100
mm2
Square
metre
m2 1 m2 = 10
000 cm2
Hectare Ha 1 ha = 10
000 m2
Application:
Volume (V) is the content of a body or object.
An example is a block.
Volume is length by width by
height, and the basic unit of
volume is cubic meter or m3.
A cube that is 1 meter on each
side is also equal to 1,000 liters.
1 m3 = 1 000 L
Conversion Table of Volume
Quantity Name of Unit Symbol Value
Volume Cubic
millimetre
mm3
Cubic
centimetre
cm3 1 cm3 = 1 000
mm3
Cubic metre m3 1 m3 = 1 000
000 cm3
Liter L 1 000 L = 1 m3
Application:
 Calculate the volume of the block crate to be used in
storing fruits.
 Given:
 Length (l) = 3 meters
 Width (w) = 5 meters
 Height (h)= 9 meters
 Formula:
 Volume = l x w x h

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PERFORM-ESTIMATION-OR-BASIC-CALCULATION-IN-THE-WORKPLACE.pptx

  • 1. PERFORM ESTIMATION OR BASIC CALCULATION IN THE WORKPLACE
  • 2. SIMON - THE AGRIPRENEUR  Simon is just like you, a student, a son, and a dreamer. He wants to be successful in life to help his parents who are farmers. His parents are struggling and he witnesses the hardship of his parents working all day in the farm. Every time his parents come home tired, he would dream that he could help his parents in managing the farm business to lighten their burden.  Suddenly, he thought why not start small today by helping his parents estimate and calculate the expenses for the materials and labor during the land preparation
  • 3. FRACTION A fraction simply tells us how many parts of a whole we have. It can be recognize by the slash called mark of division between two (2) numbers. The upper number is called the numerator and the lower number is called denominator.
  • 4. PERCENTAGES  In mathematics, a percentage is a number or ratio expressed as fraction of 100. It is usually recognized using the percent sign “ %”. “Percent” also mean “per 100”.
  • 5.  We can also compute the percentage by multiplication. 20% of 80 = ? 20% = 20/100 (as stated above, percent is per 100) And, 20/100 x 80 = 16 So, 20% of 80 = 16 Example:  As agreed, the farmer should give 50% of his harvest to the owner of the land he tilled. If the farmer harvested 20 sacks of corn, how many sacks of corn should he give to the owner?  50% = 50/100  50/100 x 20 = 10  Hence, 50% of 20 = 10  Therefore, the farmer should give 10 sacks of the harvested corn to the land owner.
  • 6. Ratio  compares values. It says how much of one thing there is compared to another thing.
  • 7. Ratio can be written in different ways: Use “:” to separate values Example: 3:1 Use the word “to” Example: 3 to 1 Write it like fraction Example: 3/1
  • 8.  Application:  According to the package instruction, the 1 L of the pesticide should be mixed 10 L of water before application to the crops.  So, the ratio of pesticide to water is 1:10. Or, we can say that 10 L of water is to 1 L of pesticide.
  • 9.  Measurement is one of the most useful processes ever developed. Almost everything you use everyday is measured - from the clothes you wear, the gadgets used, to the food you eat. The shoes that you are wearing have sizes so that you will know what size to choose in buying. Building materials and machine parts have precise measurements so that it will fit perfectly as intended.  It is a process of comparing unknown quantity to a standard known quantity. Its many practical applications show how Mathematics is relevant and useful in our lives.
  • 10. Standard Base Units of Measure The official standard system of measure in the Philippines is the Metric System. This is used to describe how long, how heavy, or how big something is. Now let us discover the different metric units and their application in agriculture.
  • 11.
  • 12.
  • 13.
  • 14.
  • 15.
  • 16. Fundamental Quantities and their Units and Conversion  LENGTH  It is a physical quantity and is a measure of distance.  The basic unit is meter (m).  Ruler, meterstick, and tape measure are often used to measure the length of an object.
  • 17.
  • 18.
  • 19. MASS/WEIGHT Mass refers to the amount of matter contained in an object. Thus, it remains the same regardless of the location. Weight relates to the gravitational pull of the earth upon a mass. Thus, a person’s weight on the Moon varies his weight on Earth. Just remember, mass and weight can be interchanged in our everyday activity. The basic unit is kilogram (kg). Weighing Scale is the common instrument used in measurement
  • 20. Conversion Table of Mass Quantity Name of Unit Symbol Value Mass milligram mg gram G 1 000 mg = 1 g kilogram kg 1 000 g = 1 kg tonne T 1 000 kg = 1 t
  • 21.
  • 22. TIME The basic unit of time is second(s). Clocks and calendars are the instrument used in measurement.
  • 23. Conversion Table of Time Quantity Name of Unit Symbol Value Time second s minute min 60 s = 1 min hour h 60 min = 1 h day day 24 h = 1 day
  • 24. Other conversion factors that are used in time measurement. Unit Conversion Factors 1 century 100 years 1 score 20 years 1 decade 10 years 1 year 12 months or 365 1/4 days 1 week 7 days
  • 25. Let’s convert: How many seconds in one day? Solution: 7 days x 60 min x 60 s = 252 000 s
  • 26. Derived Quantities and Their Units
  • 27. Area is the surface included within a particular set of dimensions. The basic unit of area is square meter (m2 or sq m).  It is also expressed as meters x meters, which is written as m2.
  • 29. The formula for surface area (A) of square or a rectangle:  A = length (l) x width (w)  In agriculture, hectare (ha) is the most common unit used. One (1) hectare is equivalent to 10 000 square meter.
  • 30. Conversion Table of Area Quantity Name of Unit Symbol Value Area Square millimetre mm2 Square centimetre cm2 1 cm2 = 100 mm2 Square metre m2 1 m2 = 10 000 cm2 Hectare Ha 1 ha = 10 000 m2
  • 32. Volume (V) is the content of a body or object. An example is a block.
  • 33. Volume is length by width by height, and the basic unit of volume is cubic meter or m3. A cube that is 1 meter on each side is also equal to 1,000 liters. 1 m3 = 1 000 L
  • 34. Conversion Table of Volume Quantity Name of Unit Symbol Value Volume Cubic millimetre mm3 Cubic centimetre cm3 1 cm3 = 1 000 mm3 Cubic metre m3 1 m3 = 1 000 000 cm3 Liter L 1 000 L = 1 m3
  • 35. Application:  Calculate the volume of the block crate to be used in storing fruits.  Given:  Length (l) = 3 meters  Width (w) = 5 meters  Height (h)= 9 meters  Formula:  Volume = l x w x h