Question

625×(-45)+(-625)×55 by distributive property. I need the solution

Answer 1

Hey mate your answer is here.....

625 × ( - 45 ) + ( - 625 ) × 55

We know,

a × b + a × c = a × ( b + c )

so

==> 625 × ( - 45) + 625 × ( - 55 )

==> 625 × ( - 45 - 55 )

==> 625 × ( - 100 )

==> - 62500
Hope it helps you...

please mark me as brainliest....

Answer 2

Answer:

-62500 is the required solution of 625 × (-45)+(-625)×55.

Step-by-step explanation:

Explanation:

Distributive property say that the sum of two or more addend multiplied by a number give the same answer as distributing the multiplier ,

multiplying each  addend separately and adding the products together .

Given,

625 × (-45)+(-625)×55

We know that in distributive property we perform the addition first and

then multiply.

Therefore ,  625 × (-45)+(-625)×55

                 ⇒ 625 × (-45)+(625)×(-55)

By distributive property we first take common (625)

∴ 625 ×{(-45) +(-55)}     (Where , distributive property a(a+b)=ab +ac)

So, we first add the numbers inside the bracket according to BODMAS rule.

⇒625 ×(-45 - 55)

⇒ 625 ×  (-100)

Now , multiplying we get ,

-62500

Final answer :

Hence , by distributive property the solution of 625 × (-45)+(-625)×55 is

-62500.