Respuesta :
The area of a parallelogram is given by base * height.
Given that the parallelogram has an area of 4x + 16,
i.e. base * height = 4x + 16.
Therefore, an expression for the base of the parallelogram is given by
[tex]Base= \frac{4x+16}{height} \ ft [/tex]
Given that the parallelogram has an area of 4x + 16,
i.e. base * height = 4x + 16.
Therefore, an expression for the base of the parallelogram is given by
[tex]Base= \frac{4x+16}{height} \ ft [/tex]
Answer:
[tex]base=\frac{4x+16}{height}[/tex] which is the required expression.
Step-by-step explanation:
We have been given the area of parallelogram which is (4x+16)
And the formula for area of parallelogram is [tex]base\cdot height[/tex]
Hence, when we substitute the value if area of parallelogram in the formula we get:
[tex]4x+16=base\cdot height[/tex]
Now, rearranging the terms so, as to get the expression for the base or value of base in terms of height and area we get:
[tex]base=\frac{4x+16}{height}[/tex] which is the required expression.