Asked by Anonymous
an isolation triangle has a base of 6 units and a height of 12 units. find the maximum possible area for a rectangle that is inscribed in the triangle and has one side resting on the base of the triangle. what are the dimensions of the rectangle of maximum area?
Answers
Answered by
Hera
X=6(1-y/12)
X=6-0.5y
A=xy
dA/dx=d/dx(6-0.5y)(y)
dA/dx=6-y
0=6-y
y=6
X=6-(0.5)(6)
X=3
X=6-0.5y
A=xy
dA/dx=d/dx(6-0.5y)(y)
dA/dx=6-y
0=6-y
y=6
X=6-(0.5)(6)
X=3
Answered by
Sofia bran amo te
72
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