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what is the height of the largest rectangle that can be drawn in a region bounded by the x axis and the graph of the following equation
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\[y=\sqrt{4-x^2}\]
do you know how to find maxima of a function?
yea 2nd deriv right?
yes now can you tell me the shape of the function?
|dw:1476736417763:dw|
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awesome!
thx :P
Now I want you to draw a random rectangle inside the semicircle with one side on the x axis and opposite vertices on the circumference. can you do that?
and please name the vertices.
|dw:1476736588544:dw|
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