factorise the following by suitable identities.
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(b) 4y²+4y+1
4y²+2y+2y+1
2y(2y+1)+1(2y+1)
(2y+1)(2y+1)
(2y+1)
(c) p²-22pq+121q²
p²-11pq-11pq+121q²
p(p-11q) -11q(p-11q)
(p-11q) (p-11)
(p-11)
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Answer:
b. 4y² + 4y + 1
= (2y)² + 2 (2y × 1) + (1)²
= (2y + 1)²
OR
b. 4y² + 4y + 1
= 4y² + 2y + 2y + 1
= 2y (2y + 1) + 1 (2y + 1)
= (2y + 1) (2y + 1)
= (2y + 1)²
e. p² - 22pq + 121q²
= (p)² - 2(p × 11q) + (11q)²
= (p - 11q)²
OR
e. p² - 22pq + 121q²
= p² - 11pq - 11pq + 121q²
= p (p - 11q) - 11q (p - 11q)
= (p - 11q) (p - 11q)
= (p - 11q)²
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