Question

1. is the first answer correct if not can you explain. 2. can you explain the second question?

Answer 1

Given:

Here we have a rectangle with 6*22 ft

we also have triangle which is exact fit as given in question.

Required:

We need to find the appropriate option.

Step-by-step explanation:

We need to compare the areas of both

area of triangle

`\begin{gathered} A_T=(1)/(2)bh \\ \\ A_T=(1)/(2)*22*6 \\ \\ A_T=66\text{ ft}^2 \end{gathered}`

now we to find the area of rectangle

`A_R=bh=132\text{ ft}^2`

Final answer:

Clearly we can see that the area of triangle is 1/2 of area of rectangle

8)

here we can solve this problem with formulas only

compare both formula

`\begin{gathered} A_R=hb \\ and \\ A_T=(1)/(2)hb \end{gathered}`

by this also

triangle's is 1/2 times the rectangle's area