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Algebra
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Is it \(-6y^3\times 3x^2\times y^4\)?
yeah, i didn't know how to put it like you did so had to draw it :/
We use Latex or the equation tool below. Ok, we should combine the terms that have the same base like x or y together. \(-6y^3\times 3x^2\times y^4=(-6y^3\times y^4)\times 3x^2\)
Next, we know that \(x^a\times x^b=x^{a+b}\). Apply that to simplify y. \(-6y^3\times y^4=-6y^{3+4}=...\)
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Now we get \(3x^2\times (-6y^7)=-18 x^2y^7\). We can't simplify this further, so \(-18 x^2y^7\) is the final answer
Any steps that you don't understand?
i understand it thxs
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