Question

Area of the rectangle is 2p(3q-5) square units. If length of this rectangle is 4p units then find its breadth.

Answer 1

Answer:

( 3 q - 5 ) / 2 units

Step-by-step explanation:

Given :

Area of rectangle = 2 p ( 3 q - 5 ) sq. units

Length of rectangle = 4 p units.

Let the breadth be 'k' units.

We know :

Area of rectangle = Length × Breadth

2 p ( 3 q - 5 ) =  4 p ×  k

k = [  2 p ( 3 q - 5 ) ] / 4 p units

k = ( 3 q - 5 ) / 2 units

Therefore , breadth of rectangle is  ( 3 q - 5 ) / 2 units.

Answer 2

Answer:

(3q–5)/2 units

Step-by-step explanation:

Given : Area of rectangle = 2p(3q–5)

and length of rectangle= 4p

To find : It's breadth

★We know that area of rectangle = Length x Breadth ★

Let breadth be 'k'

Then,

L x B = 2p(3q–5)

4p x k = 6pq–10p

k = [ 2 q (3q–5)]

k= (3q–5)/2 Units