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Justin sketched trapezoid BALI on a coordinate plane. BALI has vertices located at B(1,4), A(-2,0), L(7,0), and I (3,4). Which of the following is the area of BALI?

a) 21.32 square units
b) 22 square units
c) 32 square units
d) 47.97 square units

asked
User ELITE
by
7.9k points

2 Answers

2 votes
B. 22 square units

I just did this question and I got it right
answered
User Michel Sahli
by
8.6k points
5 votes

We shall first plot the points.

A(-2,0), B(1,4) , C(3,4), D(7,0)

After we plot the points we join the points.

We analyze that it is a trapezium.

Now counting the units we get

BC = b = 2 units

AD = a = 9 units

The height = BE = h = 4 units

The formula to find the area of trapezium is = 1/2 ×h ×(a+b)

Substituting the values of a, b & h we get

Area = 1/2 ×4 ×(2 + 9)

Area = 1/2 × 4 × 11 = 44/2 = 22 square units.

Option B) is the right answer

Justin sketched trapezoid BALI on a coordinate plane. BALI has vertices located at-example-1

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