61.5k views
0 votes
Match the formula used to find the area to each image.4 ft

Match the formula used to find the area to each image.4 ft-example-1

1 Answer

4 votes

Solution:

Given:


\begin{gathered} The\text{ first image is a parallelogram;} \\ Area\text{ of parallelogram}=base* height \\ A=bh \\ where: \\ b=18 \\ h=15 \\ A=18*15 \\ A=270in^2 \end{gathered}


\begin{gathered} The\text{ second image is a rhombus} \\ Area\text{ of rhombus}=(pq)/(2)=(d_1d_2)/(2) \\ where: \\ d_1=diagonal\text{ 1}=12cm \\ d_2=diagonal\text{ 2}=8cm \\ A=(12*8)/(2) \\ A=(96)/(2) \\ A=48cm^2 \end{gathered}


\begin{gathered} The\text{ third image is a trapezoid.} \\ A=((b_1+b_2)h)/(2) \\ where: \\ b_1=4in \\ b_2=6in \\ h=3in \\ A=((4+6))/(2)*3 \\ A=(10)/(2)*3 \\ A=5*3 \\ A=15in^2 \end{gathered}

Therefore, the formula used to find the area of each image is;

Match the formula used to find the area to each image.4 ft-example-1
User Jonathan Lisic
by
3.5k points