Question

Find the product using distributive property 168 into 102

Answer 1

Answer:

Easy verse

Step-by-step explanation:

160*8 + 100*2

Answer 2

Given,

• Two numbers 168 and 102 are given.

To find,

• We have to find the product using distributive property 168 * 102.

Solution,

We can simply find the product by using the distributive law

According to the distributive law,

         a(b+c) = a*b + a*c

Now, we can write 102 as (100+2), then

              =  168 * 102

              = 168  * (100+2)

Now, using distributive law, we get

             = 168 * 100 + 168 *2

             = 16800 + 336

             = 17136

Hence, the product using distributive property 168 into 102 is 17136.