Question

The two adjacent sides of a rectangle are 5x-3y" and x-2xy. Find the perimeter​

Answer 1

Hope it will help you

Answer:

(12x2 - 6y2 + 4xy) units

Answer 2

$\Large{\underbrace{\underline{\sf{Understanding \; the\; Question}}}}$

Here in this question, concept of perimeter of rectangle is used. We are given two adjacent sides of a rectangle. We know that adjacent sides in a rectangle are length and breadth. It means we are given length and breadth of rectangle and we have to find Perimeter. We can find it by applying formula of perimeter of rectangle.

So let's start!!

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Given:

• Length of rectangle=5x-3y

• Breadth of rectangle=x-2xy

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Solution:

★ Perimeter of rectangle=2(L+B)

Here:-

• L refers to Length of rectangle

• B refers to breadth of rectangle

Now let's put given values in formula!

Perimeter of rectangle=2[(5x-3y)+(x-2xy)]

Perimeter of rectangle=2[5x-3y+x-2xy]

Perimeter of rectangle=2[6x-3y-2xy]

Perimeter of rectangle=12x-6y-4xy

So the required perimeter of rectangle is 12x-6y-4xy.

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