Question

Find the product using distributive property 397×27+397×13​

Answer 1

ANSWER

first we change it place

first we change it placewe can write it as

first we change it placewe can write it as27 x 397 + 397 x 13

first we change it placewe can write it as27 x 397 + 397 x 13now we take a common of 397

first we change it placewe can write it as27 x 397 + 397 x 13now we take a common of 397397 x 27+13

first we change it placewe can write it as27 x 397 + 397 x 13now we take a common of 397397 x 27+13then, 397 x (27+13)

first we change it placewe can write it as27 x 397 + 397 x 13now we take a common of 397397 x 27+13then, 397 x (27+13)397 x 40

first we change it placewe can write it as27 x 397 + 397 x 13now we take a common of 397397 x 27+13then, 397 x (27+13)397 x 40now we can write 40(400-3)

first we change it placewe can write it as27 x 397 + 397 x 13now we take a common of 397397 x 27+13then, 397 x (27+13)397 x 40now we can write 40(400-3)16000-120=15880

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Answer 2

Answer:

15880

Step-by-step explanation:

Distributive property:

a(b+c)=a×b+a×c

397×27+397×13=397(27+13)

=397×40

=15880