Question

area of a rectangle is 2p(3q-5) square unit. if length is 4p then find breadth​

Answer 1

Step-by-step explanation:

$area = l \times b \\ 2p(3q - 5) = 4p \times b \\ \frac{3q - 5}{2} = b$

Hope it helps you friend.

Answer 2

The breadth of a rectangle, $b =\dfrac{3q - 5}{2}$ unit

Step-by-step explanation:

Given,

The area of a rectangle = 2p(3q - 5) square unit and

The length of a rectangle (l) = 4p units

To find, the breadth of a rectangle (b) = ?

We know that,

The area of a rectangle = Length(l) × Breadth(b)

∴ 4p × b = 2p(3q - 5)

⇒ b = $\dfrac{2p(3q - 5)}{4p}$

⇒ $b =\dfrac{3q - 5}{2}$ unit

∴ The breadth of a rectangle, $b =\dfrac{3q - 5}{2}$ unit