- #1
ph0bolus
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1) Find the Indefinite Integral.
(1-cos(6t)/2)dt
I have the first part: 1t-sin (3t^2)
I'm not really sure about the (3t^2) part, then after that I'm lost.
2)A vet has 100ft of fencing to construct 6 dog kennels by building a fence around a rectangular region, and then subdividing into 6 smaller rectangles by placing 5 fences parallel to on of the sides. What dimensions of the region will maximize the total area?
So i made a rectangle, split it up into 6 squares labeling each vertical section "y", and each horizontal section "x"
the perimeter equation would be P=13x+7y. Would the Area be 100ft since that's all he has to work with?
Thanks in advance.
(1-cos(6t)/2)dt
I have the first part: 1t-sin (3t^2)
I'm not really sure about the (3t^2) part, then after that I'm lost.
2)A vet has 100ft of fencing to construct 6 dog kennels by building a fence around a rectangular region, and then subdividing into 6 smaller rectangles by placing 5 fences parallel to on of the sides. What dimensions of the region will maximize the total area?
So i made a rectangle, split it up into 6 squares labeling each vertical section "y", and each horizontal section "x"
the perimeter equation would be P=13x+7y. Would the Area be 100ft since that's all he has to work with?
Thanks in advance.
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