SOLUTION: please help!! solve using the principle of zero products (5w+3)(2w-6)=0

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Question 470061: please help!! solve using the principle of zero products (5w+3)(2w-6)=0
Found 2 solutions by jim_thompson5910, Edwin McCravy:
Answer by jim_thompson5910(35256)   (Show Source): You can put this solution on YOUR website!
(5w+3)(2w-6)=0

5w+3=0 or 2w-6=0

5w=-3 or 2w=6

w=-3/5 or w=6/2

w=-3/5 or w=3
Answer by Edwin McCravy(20055)   (Show Source): You can put this solution on YOUR website!
(5w+3)(2w-6)=0

(5w+3) represents a number
(2w-6) represents another number.

When those two numbers are mutiplied together
the result equals 0.  That's what 

(5w+3)(2w-6)=0

tells us.

Now when two numbers are multiplied together to
equal 0, one or the other must equal 0 itself.

The question is, is it the (5w+3) that equals 0?
Or is it the (2w-6) that equals 0?

It could be either one. So there are two 
possibilities:

If (5w+3) equals 0, then

 5w+3 = 0
   5w = -3
    w = 

If (2w-6) equals 0, then

 2w-6 = 0
   2w = 6
    w = 3

Edwin
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