the volumes of a Cuboid is given by the algebraic expression ky^2-6ky+8k find the possible expressions for the dimensions of the cuboid
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Answer:
l=k, b=y-2 and h=y-4
Step-by-step explanation:
Volume of a cuboid=l*b*h
So, ATQ
=ky²-6ky+8k
=k (y²-6y+8)
=k (y²-4y-2y+8)
=k (y(y-4)-2(y-4))
=k(y-2)(y-4)
Therefore, l=k
b=y-2 and
h=y-4
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