Asked by Smr
Use the distributive property to rewrote each algebraic expression
4(x+2)
3(x+7)
5(2x+7)
Help ? Thanks
4(x+2)
3(x+7)
5(2x+7)
Help ? Thanks
Answers
Answered by
Moo
The Distributive Property is the property that
a(b+c)=a(b)+a(c).
You're basically distributing the "a" between the two parts in parentheses.
For example, 3(1+2).
You would usually evaluate the part in parentheses first, so it would become 3(3)=9.
You could also distribute, 3(1)+3(2)=3+6=9.
So for the first one, 4(x+2)=4(x)+4(2)=4x+8.
Try the other ones on your own. Make sure you understand why it works: it's a very important property!
a(b+c)=a(b)+a(c).
You're basically distributing the "a" between the two parts in parentheses.
For example, 3(1+2).
You would usually evaluate the part in parentheses first, so it would become 3(3)=9.
You could also distribute, 3(1)+3(2)=3+6=9.
So for the first one, 4(x+2)=4(x)+4(2)=4x+8.
Try the other ones on your own. Make sure you understand why it works: it's a very important property!
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