Question

if x = 9 units, y = 4 units, and h = 3 units, then what is the area of the parallelogram shown above? a = b·h
a. 26 square units
b. 36 square units
c. 27 square units
d. 12 square units

Explanation:

Step1: Identify base and height

The base $b$ of the parallelogram is $x = 9$ units and the height $h=3$ units.

Step2: Apply area formula

The area formula of a parallelogram is $A = b\times h$. Substitute $b = 9$ and $h = 3$ into the formula: $A=9\times3$.

Step3: Calculate the area

$9\times3 = 27$ square units.

Answer:

C. 27 square units