Vocabulary
What you find when you take length times width
Area
Find the area of the square
L- 2 in
W- 4/5 in
1 3/5 in2
Find the area of a rectangle that is 7/8 ft long and 1/2 ft wide.
7/16 ft2
1/2 divided by 1/4
2
When you have a fraction and a whole number paired together
ex- 1 1/2
Mixed Number
Find the area of the rectangle
Length - 6/7 cm
Width - 2/9 cm
4/ 21 cm2
A vegetable garden bed is 3/5 yd long and 3/4 yd wide.
What is the area?
9/20 sq yards
7/12 divided by 1/3
1 3/4
Improper fraction
A garden is 3/4 yard long and 1/2 yard wide.
What is the area of the garden?
3/8 square yard
A playground platform is shaped like an L:
Section A is 2 ft by 1/2 ft
Section B is 1 ft by 1/2 ft
What is the total area?
121 square feet
3/8 divided by 9/16
2/3
When you divide fractions you have to find the ____, which is when you flip the numerator and the denominator
ex- 1/2 --> 2/1
Reciprocal
Pattern A covers 1/2 × 3/4 of a poster.
Pattern B covers 2/3 × 1/3 of the same poster.
Which pattern covers more area?
Pattern A covers more area
A science project board has a sticky note that covers 2/3 of the length and 1/4 of the width.
What fraction of the board is covered?
1/6 of the board is covered
A rope is 3/4 yards long. Each piece you cut must be 1/8 yards. How many pieces can you cut?
6 pieces
The end result of multiplication is called.....
Product
A patio is made of three rectangles:
Rectangle A: 1/3 m by 3 m
Rectangle B: 2/3 m by 3 m
Rectangle C: 1 m by 1/3 m
Find the total area.
3 1/3 sq m
Find the area of the figure (in other tab)
6 3/8 square feet
A runner completed 7/8 of a mile and stopped every 1/16 or a mile. How many stops did they make?
14 stops