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The product of a monomial and a monomial has how many terms? 1 2 3 4
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3 i think
thanks
The latin word \(mono\) usually stands for \(one\). A monomial could be something like \(3x^2\). If I multiply \(3x^2\times3x^2\) I get \(9x^4\). Hence, the product of a monomial and a monomial has \(1\) term.
Dang sorry i said 3 three but pre is wright its 1
It would be \(3\) if we were talking about \(binomials\).
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but bi is 2
Yes, but we are talking about products.
ok
thanks
For example, \((ax+b)(cx+d)=(ac)x^2+(ad+bc)x+bd\).
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ok wow that makes sence
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