Question

Find the product using distributive property 91625×179-91625×79

Answer 1

Answer:

91625×179-91625×79

= 91625(179-79). {using distributive law}

=91625 × 100. ab - bc = b(a-c)

=9162500

Answer 2

Answer:

9162500 is the  required value of  91625 × 179 - 91625 × 79.

Step-by-step explanation:

Explanation:

Given, 91625 × 179 - 91625 × 79

• The distributive property of binary operations in mathematics generalises the distributive law, which states that in elementary algebra, equality is always true.

• For instance, in basic mathematics, one has to according to one, addition is distributed more evenly than multiplication.

• It is symbolically expressed as a(b + c) = ab + ac.

Step 1:

We have, 91625 × 179 - 91625 × 79

By the distributive property,

a(b - c) = ab  - ac

So, 91625 × 179 - 91625 × 79 can be written as,

⇒91625 (179 - 79)

⇒91625 (100)

⇒9162500

Final answer:

Hence, 9162500 is the  required value of  91625 × 179 - 91625 × 79.

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