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Factor the expression, x^2+6x+5
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What are two numbers that multiply to 5 AND add to 6?
Hmm, 1 and 5?
x^2+6x+5 = x^2 + 5x + 1x + 5 = x*(x + 5) + 1*(x + 5)= (x + 5)*(x + 1)
Notice that the 6x was split into 1x + 5x for factoring by grouping. Then, there was a common factor of (x + 5) to factor out, leaving (x + 1)
Okay lemme write this on paper one sec :)
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how did you go from x*(x + 5) + 1*(x + 5)= to (x + 5)*(x + 1)
You're multiplying both x and 1 by (x+5), so you can rewrite it. Distributive property I think.
Consider: 5x + 5 y = 5*(x + y) where 5 is a common monomial factor. Think about the (x + 5) in the same way and factor it out. |dw:1381992710070:dw|
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