Help: Find the product. 5y (to the third) (3y +5) (y-3)
\[\large (5y)^3(3y+5)(y - 3)\] Or \[\large (5y^3)(3y+5)(y-3)\]
its the second one
actually the 5y to the this is not within parenthesis
Okay that's fine...so we have \[\large 5y^3(3y+5)(y - 3)\] We need to distribute...Multiply \(\large 5y^3\) by each term in the first parenthesis
I get that part what messes me up is combining everything 15y^4 + 25y^3
Aright...you are correct there... So we have \[\large (15y^4 + 25y^3)(y - 3)\] Now distribute out these parenthesis what is 15y^4 times y? what is 15y^4 times -3? what is 25y^3 times y? what is 25y^3 times -3? \[\large 15y^5 - 45y^4 + 25y^4 - 75y^3\] We can only combine the terms with \(\large y^4\) so we have \[\large 15y^5 - 20y^4 - 75y^3\]
I was just then combining the inside wrong now get it thank youuuu
No problem :)
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