Question

Find the product using the distributive property: 107 × 337

Answer 1

Answer:

(100+7) (330+7)

(7*7)+(100+330)*7+(100*330)

49+430*7+330000

330049+3010

9

333059

Answer 2

Answer:

The value of 107$\times$337  = 36059

To find:

The product using the distributive property: 107 $\times$ 337

Solution:

Distributive property is expressed as, $a \times (b + c) = (a\times b) + (a \times c)$

107 \times 337 can be represented as 107$\times$ (300 + 37)

By applying distributive property to the above expression,

107  $\times$ (300 + 37) = (107$\times$300) + (107$\times$ 37)

= 32100 + 3959

= 36059

Result:

The value of 107$\times$337  = 36059