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WorksheetsFinding the Area and Missing Side-Lengths of Triangles
Total questions: 31
Worksheet time: 23mins
What is the area of figure D
21 cm2
64 cm2
26 cm2
40 cm2
Mai found the area of figure D by cutting the shape in half, moving the smaller triangles together, and making a new rectangle. Which strategy best describes what Mai did?
decomposing
enclosing and subtracting
decomposing and rearranging
What is the area?
6 m2
16 m2
4 m
8 m2
What is the area?
9 m2
10 m2
20 m
20 m2
What is the area?
27 m2
54 m2
54 m
15 m2
What is the area?
27 m2
54 m2
54 m
15 m2
What is the area?
12 m2
24 m2
16 m
15 m2
There are several way to write the formula for area of a triangle. Click all that apply.
21 base × height
2base x height
21 bh
2b × h
None of the above
What type of triangle is displayed
A right triangle
An acute triangle
An obtuse triangle
None of the above
What type of triangle is displayed
An acute triangle
An obtuse triangle
A right triangle
All of the above
What type of triangle is displayed?
An acute triangle
A right triangle
An obtuse triangle
All of the above
If U is the triangle's height, which letter indicates the base?
R
S
T
All of the above
Mrs. Artrip has two rectangular structures in her backyard. The dimensions of the pool are 5 feet by 6 feet. The dimensions of the fire pit are 7 feet by 8 feet. The length of the square backyard is 15 feet. What area of the yard is not covered by the hot tub and the fire pit?
30 ft2
56 ft2
120 ft2
139 ft2
How would you find the area of this triangle?
Multiply the length times the width of the triangle
(1) Multiply the length of the base times the height of the triangle, then (2) divide by two
Guess.
My height has to be ______ to my base.
parallel
criss crossed
perpendicular
curved
