Question

Find the value using distributive property:
3297x999+3297

Answer 1

3297×999+3297
= 3297 (999 + 1)
= 3297(1000)
= 3297000

Answer 2

Given :

The expression 3297 × 999 + 3297

To find :

The value of the given expression using distributive property

Solution :

3297 × 999 + 3297

= 3297 ( 999 + 1 )

According to BODMAS rule, operation inside a bracket must be performed first followed by operation of Addition.

= 3297 ( 1000)

= 3297000

* According to the distributive property, multiplying each addend individually by the number and then adding the products together will give the same result as multiplying the sum of two or more addends by a number.

a(b + c) = ab + ac

Hence, the value of 3297 × 999 + 3297 is equal to 3297000.

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