a school designer wants to create a whiteboard with the optional dimensions to enhance learning. it is determined that one side of the whiteboard is x+2y inches and the other side should be x^2+6xy-5y^2 inches. Write an algebraic expression for the area of such whiteboard, simplify and include units..
so a whiteboard is a rectangle, in this case. Usually the formula is side x side. So start off by multiplying the two expressions together. (x+2y)(x^2+6xy-5y^2) \[2x ^{2}+6xy ^{2}-10y ^{3}+x ^{3}+6x ^{2}y-10xy ^{2}\]
Combine like terms. There are two. Make sure to place the expression in order from highest exponent to lowest so it's more organized. \[x ^{3}+2x ^{2}-4xy ^{2}-10y ^{3}\] That is your final answer.
^^ GOOD
Thank you alot!!
no problem =)
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