can someone please give me a problem statement about maxima minima? and is related to civil engineering.. please.. make it somehow complicated
@eroshea Try this f(x)=x^3+3(a-7)x^2+3(a^2-9)x-2 For what values of a does the function has a positive point of maximum
Construct a window in the shape of a semi-circle over a rectangle. If the distance around the outside of the window is 12 feet, what dimensions will result in the rectangle having largest possible area ? ----can you make a problem like that?? coz i don't have any idea on how.. this is just a project for my calculus and we haven't took that lesson.. and is related to Civil Engineering.
This will be the application part of maxima & minima .. Let me see if i can help u :)
owh i see.. it should be Application then.. :D i'll wait :))
Have u solved the question u had given here ??
1)Show that a rectangle of maximum area that can be inscribed in a circle is a square ? 2)Prove that perimeter of ractangleof given area is minimum if it is a Square
not yet..
and i don't know how.. -_- im sorry.. i don't have an idea about that..
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so its saying 12 feet perimeter?
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