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Foil (ax+b)(cy+d)
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\[acxy+adx+bcy+bd\]
1. Prove that it is true through an algebraic proof, identifying each step 2. Demonstrate that your polynomial identity works on numerical relationships
I don't know what to do with those 2 questions. Any ideas?
wouldn't it be axcy+axb+bcy+bd?
the second one is simple,just put numbers and check that the output is the same
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Can we work it out together? I'm a little slow today :)
@Armi Okay so how would I do this?
@Kfsv10 Please help! I will medal/fan
@userbuggg323 use the foil method .... axcy + axd+ bcy+ bd
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