Question

$14(a - 3b)^{3} - 21p(a - 3b)$​

Answer 1

$\huge\red{Answer:-}$

$14(a - 3b) {}^{3} - 21p(a - 3b)$

Take out common in all terms,

Then,

$7(a - 3b)(2(a - 3b) {}^{2} - 3p)$

$therefore \: hcf \: of \: 14(a - 3b) {}^{3} and \: 21p(a - 3b) \: is \: 7(a - 3b)$

Answer 2

$\huge \star \underline \pink{AnsWeR}$

14(a-3b)³-21p(a-3b)

7(a-3b) { 2(a-3b)²-3}

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