Final answer:
The area of a rectangle with width (4x+3) and length (8) is found by multiplying the width and length, resulting in an area of 32x + 24.
Step-by-step explanation:
The question asks how to find the area of a rectangle with the given dimensions: width (4x+3) and length (8). The area of a rectangle is calculated by multiplying the length and width. Therefore, the area A can be found using the formula A = length × width.
In this case: A = (8) × (4x+3).
Now, apply the distributive property:
A = 8× 4x + 8× 3
A = 32x + 24
Therefore, the correct option for the area of the rectangle is A) 32x + 24.