A rancher has 200 ft. of fencing with which to enclose two adjacent rectangular corrals (imageine two fecned rectangluar areas sharing a commmon boundary). What dimentions should be used so that the enclosed area will be a maximum?
So far I have:
Primary Equation: A=xy ---> y=x200
*this is where I'm lost.... this is my best guess
Secondary Equation: f(x)=4x∗3(x200)
Am I close? Please help. Thank you!
So far I have:
Primary Equation: A=xy ---> y=x200
*this is where I'm lost.... this is my best guess
Secondary Equation: f(x)=4x∗3(x200)
Am I close? Please help. Thank you!