Answer:
\(15x^2-25x\).
Step-by-step explanation:
Given : The length of a rectangle is \((3x - 5)\) inches, and its width is 2x inches.
To Find: Find the area of the rectangle.
Solution:
Length of rectangle = \((3x - 5)\)
Width of rectangle = 5x
Area of rectangle = \(Length \times Width\)
So, area of given rectangle = \((3x-5) \times 5x\)
= \(15x^2-25x\)
Hence the are of the given rectangle is \(15x^2-25x\).
