Question

(m - 10) (m - 12) expand

Answer 1

Answer:

hope it helps uu

Step-by-step explanation:

m(m-12)-10(m-12)

Answer 2

The expanded form is

${m}^{2} - 22m + 120$

GIVEN:- (m - 10) (m - 12)

TO FIND:- Expand

SOLUTION:-

• For expanding a polynomial we need to multiply its factors which is often by using the distributive property or performing the indicated operations.

According to the question, in (m - 10) (m - 12) we'll multiply m and -10 each with (m - 12)

$(m - 10)(m - 12) \\ = m(m - 12) - 10(m - 12) \\ = {m}^{2} - 12m - 10m + 120$

We'll subtract the coefficients of m

$= {m}^{2} - 22m + 120$

Hence, the expanded form is

${m}^{2} - 22m + 120$

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