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Factorise: b(a + d) − c(a + d)

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(b + d)(a − c)

(a − d)(b + d)

(a + d)(b − c)

(a − d)(b − c)

answer is C.

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Detailed Solution

Given: b(a + d) − c(a + d)

The common factor between b(a + d) and c(a + d) is (a + d).

So, b(a + d) − c(a + d) = (a + d)(b − c)

Hence, the factorisation of b(a + d) − c(a + d) is (a + d)(b − c).

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