Question

What is the distributive property of 0.4(0.3m+0.6n

Answer 1

Distributive property for the given expression is

`0.4(0.3m+0.6n)=0.12m+0.24n`

Explanation:

Distributive property:

The distributive property lets you multiply a sum by multiplying each addend separately and then add the products.

`A(B+C)=A* B + A* C`

For example 2(x+y)=2x+2y

Therefore,

`0.4(0.3m+0.6n)=0.4* 0.3m+0.4* 0.6n=0.12m+0.24n`

Therefore,

`0.4(0.3m+0.6n)=0.12m+0.24n`