0/1 POINTS PREVIOUS ANSWERS MY NOTES ASK YOUR TEACHER A landowner wishes to use 15 miles of fencing to enclose an isosceles triangular region of as large an area as possible. What should be the lengths of the sides of the triangle? Let x be the length of the base of the triangle. Write the area as a function of x. [First write the length of the equal-length sides in terms of the base, x, then write the height of the triangle in terms of the base.] A(X) = 0 X Length of base = 1 X miles Length of the other two (equal-length) sides = 1 X miles eachLet f (x) = ex - 93x Find all extreme values (if any) of f on the interval [0, 1]. Determine at which numbers in the interval these values occur. If there is no maximum value (minimum value) on the interval, enter DNE in the corresponding blanks. Maximum Value: f ( DNE X ) = DNE X Minimum Value: fle X ) = 0.285714 X * symbolic formatting help