QUARTER TWO, WEEK FOUR, MATH HOMEWORK DAY One
NAME: __________________________________DATE: _____________________
Indicators: Develop understanding and apply perimeter and area formulas for a rectangle.
To find the area of a rectangle you multiply the width X the height or to say it another way you
multiply the base X the height. You always give the area in square units. Note: When you are
finding the perimeter of a rectangle you are adding up all the sides but when you are finding
the area you are multiplying the length X the width of the rectangle. See the Example Below
The perimeter of the
Above rectangle would
Be 2 + 2+ 3+3 or 10 units
The area of the above rectangle
would be 2 X 3 or 6 square units.
Find the Area and the Perimeter of Each Rectangle:
Area = _____________________________
Perimeter =
Find the area and the perimeter of each rectangle:
Area = ________________________
Perimeter = ____________________
A community garden measures 120 feet by 9 feet. What is the area and
the perimeter of the community garden. Show all work. Don’t forget
to give your final answer in words and in the correct units. Thank you.
QUARTER TWO, WEEK FOUR, MATH HOMEWORK DAY Two
NAME: __________________________________DATE: _____________________
Indicators: Develop understanding and apply perimeter and area formulas for a rectangle.
To find the area of a rectangle you multiply the width X the height or to say it another way you
multiply the base X the height. You always give the area in square units. Note: When you are
finding the perimeter of a rectangle you are adding up all the sides but when you are finding
the area you are multiplying the length X the width of the rectangle. See the Example Below
The perimeter of the
Above rectangle would
Be 2 + 2+ 3+3 or 10 units
The area of the above rectangle
would be 2 X 3 or 6 square units.
Use multiplicative reasoning to convert units of time, standard and metric units of
measurement and units of weight. Students will also solve problems involving conversion of
measurements.
Mr. Castro’s lawn measures 39 feet by 9 feet. What is the area and the perimeter of Mr.
Castro’s lawn?
Find the area and the perimeter of Mr. Castro’s lawn in inches. Remember there are 12 inches
in 1 foot.
If there are 60 seconds in 1 minute, how many seconds are there 9
minutes?
If there are three feet in one yard, how many feet in 28 yards?
If there are 24 hours in one day, how many hours are there in 7 days?
If there are 16 ounces in 1 pound, how many ounces are there in 5
pounds?
QUARTER TWO, WEEK FOUR, MATH HOMEWORK DAY Three
NAME: __________________________________DATE: _____________________
Indicators: Develop understanding and apply perimeter and area formulas for a rectangle.
Use multiplicative reasoning to convert units of time, standard and metric units of
measurement and units of weight. Students will also solve problems involving conversion of
measurements.
Two students ran a marathon. Jesse took 2 hours and 18 minutes to run the
course and Marta took 2 hours and 36 minutes. How many minutes did it take
both students altogether? Show all work.
If there are 100 centimetres in one metre, how many centimetres are there is 6
metres? Show all work.
Find the area and the perimeter of a rectangle that measures 16 cm by 7 cm.
There are approximately 30 days in each month. How many days are there
approximately in 7 months?
If there are 16 ounces in 1 pound of coffee, how many ounces are there in 16
pounds of coffee?
It took the araboolies 5 minutes and 47 seconds to put up their Thanksgiving
decorations. How many seconds did it take them?
QUARTER TWO, WEEK FOUR, MATH HOMEWORK DAY Four
NAME: __________________________________DATE: _____________________
Indicators: Develop understanding and apply perimeter and area formulas for a rectangle.
Use multiplicative reasoning to convert units of time, standard and metric units of
measurement and units of weight. Students will also solve problems involving conversion of
measurements.
1 cup = 8 ounces, 4 cups = 1 quart, 4 quarts = 1 gallon, 2 pints = 1 quart.
Mrs. Cooney is making a cake. She needs 9 cups of milk. How many quarts of milk will she
need to purchase?
A recipe calls for half of a gallon of juice. How many cups are in half of a gallon?
How many pints are in 3 gallons of milk?
100 centimeter = 1 metre, 10 millimeter (mm) = 1 centimetre (cm) How many
millimeters are in 5 metres?
How many centimeters are in 9 metres?
A rug measures 300 cm (centimetres) by 200 cm. How many meters does it
measure? What is the area and the perimeter of the rug in both centimeters
and meters?