Hasan P.

Obtain the Legendre polynomial P6(x) by application of the recurrence formulan*(Pn(x)) = ((2n − 1)*x)*(Pn−1(x)) − (n − 1)*(Pn−2(x))assuming that P4(x) and P5(x) are known.

The function f, is shown in the graph below. Let F′(x)=f(x), and assume that F(0)=0.Sketch the graph of y=F(x). Find the values of F(b) for b=6,7,86=7=8=

The function g′, is shown in the graph below. Assume that g(0)=0.What are the (x,y) coordinates of the local maxima or minima of g(x)?( , ) I am having trouble finding y.