Simple: find x in terms of r from the equation linking p, x, and r (taking p as constant), then substitute into the equation for A, differentiate with respect to r to maximise A, then plug in your value of p.
Simple: find x in terms of r from the equation linking p, x, and r (taking p as constant), then substitute into the equation for A, differentiate with respect to r to maximise A, then plug in your value of p.
Surely you just create an equation from the area and perimeter equations and then differentiate to get radius which maximises area and then plug in the radius.
Any decent A-level Maths student should be able to do this.
edit: lemme check if youve done it right
edit: I get x = r = 4.2007 which corresponds to A = 63.011
x being equal to r is also intuitive if you are maximising a rectangle.
All I see when I look at "Your work" is a drawing of a ***** at the top![]()
Maths makes my head hurt
This must be a trick question. you say 'hardest math problem ever' but you actually mean... ?
4 x 10 to the power of apples v oranges
eat the meth
drink the meth
sleep with the meth
be the meth
then and only then you can do the meth
Simple: find x in terms of r from the equation linking p, x, and r (taking p as constant), then substitute into the equation for A, differentiate with respect to r to maximise A, then plug in your value of p.