## Question

###### Evaluate the integralJ J ( - 1)win(,v) dydz, wherc min(r,y) is the minimum value of and y: variable such that f" and 9 are continuous. Show Let f,9:R + R be functions of one that f(0) + 9(0) - f(2) _ 9(2) +2f'(2) + 29(0) K Koe) ~9"(y)) dydr = surface is defined by 2a cos 0 for 0 <0<{ Let a > 0. In spherical coordinates surface function of Find the volume of the solid enclosedl by the spacx PA(R) , with inner product Consider the iuner product Vp,q e P(R). (p,4) J Ar)ot)

Evaluate the integral J J ( - 1)win(,v) dydz, wherc min(r,y) is the minimum value of and y: variable such that f" and 9 are continuous. Show Let f,9:R + R be functions of one that f(0) + 9(0) - f(2) _ 9(2) +2f'(2) + 29(0) K Koe) ~9"(y)) dydr = surface is defined by 2a cos 0 for 0 <0<{ Let a > 0. In spherical coordinates surface function of Find the volume of the solid enclosedl by the spacx PA(R) , with inner product Consider the iuner product Vp,q e P(R). (p,4) J Ar)ot) basis from the busis proces construct An orthonormal Use the Gram-Schmidt {1,2,1} approximation R(R) to the pnrt (a), give the least squares Using your AnSWer function f(r) on the iuterval [0, 1]. the following result without proof: Mea

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