Poly. And Factoring Questiosn I have .

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This discussion focuses on determining the equivalence of polynomial expressions through factoring. Users are tasked with verifying if given expressions A and B are equivalent, specifically examining expressions like 2X^2-7X-15 and (2X-3)(X-5). The consensus is that factorization of expression A is essential to identify discrepancies in expression B, with a suggestion to multiply expression B to check for equivalence. This method streamlines the process of confirming polynomial identities.

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Poly. And Factoring Questiosn I have...

Bah help me quick someone please...:bugeye:
Determine wheter expression A is equivalent to Expression B. If not, change exp b to make it quivalent...
a b
2X^2-7X-15 (2X-3)(X-5)
2X^2-11X+12 (2X-4)(2X-3)
4X^2+8X-12 4(X-1)(X+3)
I don't get how you find if its equiv well i do but i don't know how you find the correct expression
 
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Hi!

To find the correct expression, I guess all you need to do is to factorize expression A. Once you have done so, you can see where the mistake in expression B lies and you can change it accordingly.

Hope this information helps!
 
I think it's easier to multiply B and see if it is the same as A!
 

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