Title: Area of Parallelogram
Course: quiz duplicate error

Q: Find the area of the geometric figure.

[Image]
- 15.5 sq m (incorrect)
- 5.95 sq m (incorrect)
- 595 sq m (incorrect)
- 59.5 sq m (correct)
A: 59.5 sq m

Q: Find the area of the geometric figure.

[Image]
- 10 sq cm (incorrect)
- 5 sq cm (incorrect)
- 12.5 sq cm (incorrect)
- 6.25 sq cm (correct)
A: 6.25 sq cm

Q: Find the area of the geometric figure.

[Image]
- 27 [Image] sq ft (correct)
- 10 [Image] sq ft (incorrect)
- 20 [Image] sq ft (incorrect)
- 9 [Image] sq ft (incorrect)
A: 27 [Image] sq ft

Q: Find the area.

[Image]
- 55 m^2 (incorrect)
- 110 m^2 (incorrect)
- 1508 m^2 (incorrect)
- 754 m^2 (correct)
A: 754 m^2

Q: Find the area.

[Image]
- 37.76 m^2 (incorrect)
- 18.2 m^2 (incorrect)
- 9.1 m^2 (incorrect)
- 18.88 m^2 (correct)
A: 18.88 m^2

Q: Find the area.

[Image]
- 164 ft^2 (incorrect)
- 6724 ft^2 (correct)
- 328 ft^2 (incorrect)
- 13,448 ft^2 (incorrect)
A: 6724 ft^2

Q: Find the area.

[Image]
- 9 cm^2 (incorrect)
- 16 [Image] cm^2 (incorrect)
- 20 [Image] cm^2 (correct)
- 18 cm^2 (incorrect)
A: 20 [Image] cm^2

Q: Find the area.

Find the area of a rectangle measuring 1.1 yd by 12.21 yd.
- 13.431 yd^2 (correct)
- 26.862 yd^2 (incorrect)
- 1.21 yd^2 (incorrect)
- 13.31 yd^2 (incorrect)
A: 13.431 yd^2

Q: Find the area.

Find the area of a rectangle measuring 11 [Image] mi by 3 [Image] mi.
- 33 [Image] mi^2 (incorrect)
- 30 mi^2 (incorrect)
- 15 mi^2 (incorrect)
- 41 [Image] mi^2 (correct)
A: 41 [Image] mi^2

Q: Find the area.

Find the area of a square measuring 67 km on a side.
- 134 km^2 (incorrect)
- 4489 km^2 (correct)
- 8978 km^2 (incorrect)
- 268 km^2 (incorrect)
A: 4489 km^2

Q: Find the area.

Find the area of a square measuring 38.4 m on a side.
- 153.6 m^2 (incorrect)
- 1474.56 m^2 (correct)
- 76.8 m^2 (incorrect)
- 2949.12 m^2 (incorrect)
A: 1474.56 m^2

Q: Find the area.

Find the area of a square measuring 3 [Image] in. on a side.
- 28 [Image] in.^2 (incorrect)
- 7 [Image] in.^2 (incorrect)
- 15 in.^2 (incorrect)
- 14 [Image] in.^2 (correct)
A: 14 [Image] in.^2

Q: Find the area.

[Image]
- 256 in.^2 (incorrect)
- 128 in.^2 (correct)
- 24 in.^2 (incorrect)
- 64 in.^2 (incorrect)
A: 128 in.^2

Q: Find the area.

[Image]
- 20 cm^2 (incorrect)
- 10 cm^2 (incorrect)
- 25 cm^2 (correct)
- 12.5 cm^2 (incorrect)
A: 25 cm^2

Q: Find the area.

[Image]
- 196 m^2 (correct)
- 98 m^2 (incorrect)
- 28 m^2 (incorrect)
- 56 m^2 (incorrect)
A: 196 m^2

Q: Find the area.

[Image]
- 4.2 ft^2 (incorrect)
- 5.9 ft^2 (incorrect)
- 11.8 ft^2 (incorrect)
- 8.4 ft^2 (correct)
A: 8.4 ft^2

Q: Find the area.

[Image]
- 55 [Image] cm^2 (correct)
- 48 [Image] cm^2 (incorrect)
- 16 [Image] cm^2 (incorrect)
- 111 cm^2 (incorrect)
A: 55 [Image] cm^2

Q: Solve.

[Image]
The drawing shows the end of a building that is to be bricked. If the area of the side of a brick used is [Image] find the number of bricks needed to completely cover the side of the building.
- 336 bricks (incorrect)
- 2688 bricks (correct)
- 3136 bricks (incorrect)
- 42 bricks (incorrect)
A: 2688 bricks

Q: Solve.

A drapery panel measures 3 feet by 8 feet. Find how many square feet of material are needed for six panels.
- 30 sq ft (incorrect)
- 120 sq ft (incorrect)
- 144 sq ft (correct)
- 24 sq ft (incorrect)
A: 144 sq ft

Q: Find the area of the geometric figure.

Parallelogram
[Image]
- 18 sq units (incorrect)
- 1.8 sq units (correct)
- 5.4 sq units (incorrect)
- 4.8 sq units (incorrect)
A: 1.8 sq units

Q: Find the area of the geometric figure.

Parallelogram
[Image] [Image]
 7 m
- 52 [Image] sq m (incorrect)
- 26 [Image] sq m (correct)
- 13 [Image] sq m (incorrect)
- 10 [Image] sq m (incorrect)
A: 26 [Image] sq m

Q: Find the area of the geometric figure.

Parallelogram
[Image] [Image]
 4 m
- 14.5 sq m (incorrect)
- 58 sq m (incorrect)
- 29 sq m (correct)
- 29 m (incorrect)
A: 29 sq m

Q: Find the area.

Find the area of a rectangle measuring 11 miles by 3 miles.
- 33 miles^2 (incorrect)
- 33 miles (incorrect)
- 14 mi^2 (incorrect)
- 14 miles (correct)
A: 33 miles^2 / 14 miles

Q: Find the area of the parallelogram:

[Image]
- 26 cm (You are finding the area, not the perimeter.)
- 32 cm^2
- 40 cm^2 (You need to use the perpendicular height.)
- 20 cm^2 (You need to use the base that is perpendicular to the height.)
A: 32 cm^2

Q: You are planning parallelgram shaped parking spots as shown. You know the parking spots need to be 8 feet wide and each one should cover 160 ft^2 of area. What should be the height of the parallelogram?

[Image]
A: 20

Q: The area of the trapezoid shown is 90 cm^2. The height of the trapezoid is 12 cm. The length of one of the bases is 7 cm. What is the length of the other base? Write an equation to help you solve this problem.

[Image]
- 7(12)b = 90 (Try again. You shouldn't multiply the bases together.)
- 12(7 + b) = 90 (Very close! That would be a parallelogram with a base that was both bases of the trapezoid added together.)
- 12(7 + b) / 2 = 90
- 7(12) / 2 = b (Try again. That looks more like triangle area.)
A: 12(7 + b) / 2 = 90

Q: The area of the trapezoid shown is 90 cm^2. The height of the trapezoid is 12 cm. The length of one of the bases is 7 cm. What is the length of the other base? Solve.

[Image]
A: 8

Q: What is the area of this trapezoid?

[Image: Right Trapezoid; Bases 7 cm and 13 cm, height 8 cm, other side 10 cm]
- 80 cm^2 (Well done.)
- 38 cm (The question asks for area, not perimeter.)
- 130 cm^2 (You only use the base lengths and the perpendicular height when calculating the area of a trapezoid. Don't use the 10 cm side.)
- 160 cm^2 (The area of a trapezoid is half of a parallelogram.)
A: 80 cm^2

The area of this parallelogram is 26 m^2.

[Image: parallelogram height 4m; missing base length]

a. Write an equation to find the base of the parallelogram

b. Find the base length of the parallelogram.

Q: Find the area of the parallelogram.

[Image]
- 55 [Image] cm^2 (correct)
- 48 [Image] cm^2 (incorrect)
- 16 [Image] cm^2 (incorrect)
- 111 cm^2 (incorrect)
A: 55 [Image] cm^2