Multiply: (pq - 2r), (pq - 2r)

Solution:

Given, multiply (pq - 2r), (pq - 2r)

⇒ (pq - 2r) × (pq - 2r) = (pq - 2r)²

Using (a - b)² = a² - 2ab + b²

= [(pq)² - 2(pq)(2r) + (2r)²]

= p²q² - 4pqr + 4r²

✦ Try This: Multiply: (2a - bc), (2a - bc)

Given, Multiply: (2a - bc), (2a - bc)

⇒(2a - bc) × (2a - bc)

= (2a)² - 2abc - 2abc + (bc)²

= 4a² - 4abc + b²c²

☛ Also Check: NCERT Solutions for Class 8 Maths Chapter 9

NCERT Exemplar Class 8 Maths Chapter 7 Problem 83(xvii)

Multiply: (pq - 2r), (pq - 2r)

Summary:

Multiplying (pq - 2r), (pq - 2r) we get, p²q² - 4pqr + 4r²

☛ Related Questions:

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