Respuesta :
The area of a parallelogram is A=bh
By isolating b, we can find the value
A=bh
b=[tex] \frac{A}{h} [/tex]
b=[tex] \frac{44.4}{7.4} [/tex]
b= 6 ft
The base is 6 ft long
By isolating b, we can find the value
A=bh
b=[tex] \frac{A}{h} [/tex]
b=[tex] \frac{44.4}{7.4} [/tex]
b= 6 ft
The base is 6 ft long
Answer:
The length of base is 6 feet.
Step-by-step explanation:
Given : The area of a parallelogram is 44.4 square feet and its height is 7.4 feet.
We have to find the length of the base of parallelogram.
Consider the given parallelogram
Area = 44.4 ft²
and height = 7.4 ft
Area of parallelogram = base × height
Substitute, we have,
44.4 = 7.4 × base
Divide both side by 7.4 , we have,
base = 6 ft
Thus, The length of base is 6 feet.