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Factor the expression into an equivalent form: 1272 - 75

a) (1207 - 25)(-3)
b) (1200 - 25)(+3)
c) 3(2y - 5)(2y + 5)
d) 46 - 25(+3)

User Nickie
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1 Answer

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Final Answer:

its simpler components or factors. In this case, the initial subtraction yields 1207, which can be further decomposed into (1200 - 25)(-3), confirming the selection of option A as the correct factorized form.

Option A) (1207 - 25)(-3)

Step-by-step explanation:

The expression 1272 - 75 simplifies to 1207 by performing the subtraction. Factoring 1207 further, it can be expressed as 1200 + 7, which allows rewriting it as (1200 - 25)(-3). Therefore, the equivalent form of the expression is (1207 - 25)(-3), aligning with option A.

In the given expression, 1272 - 75 simplifies to 1207. To factor this, you can break down 1207 into 1200 + 7. When factorized, this translates to (1200 - 25)(-3), which aligns with the format of option A provided in the choices.

Factorization involves breaking down an expression into its simpler components or factors. In this case, the initial subtraction yields 1207, which can be further decomposed into (1200 - 25)(-3), confirming the selection of option A as the correct factorized form.

User Sebin Simon
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