Question

A rectangle has a height of 3p^2+1 and a width of p^3+4. Express the area of the entire rectangle.

Answer 1

`A = 3p^5+p^3+12p^2+4`

Explanation:

We are given the following in the question:

Length of rectangle =
`3p^2+1`

Width of rectangle =
`p^3+4`

Area of rectangle =

`A = \text{Length}* \text{Width}`

Putting values, we get,

`A = (3p^2+1 )* (p^3+4)\\A = 3p^5+12p^2+p^3+4\\A = 3p^5+p^3+12p^2+4`

is the required expression for area of triangle.