5.2 - Jordan Hardin Assignment Section 5.2 due at 11:59pm MST 1(1 point Consider the integral Z 6 Pangasa MAT 265 ONLINE B Spring 2016 6(1 point

# 5.2 - Jordan Hardin Assignment Section 5.2 due at 11:59pm...

• Homework Help
• 1

This preview shows page 1 out of 1 page.

Jordan Hardin Pangasa MAT 265 ONLINE B Spring 2016 Assignment Section 5.2 due 04/29/2016 at 11:59pm MST 1.(1 point) Consider the integralZ60(3x2+4x+3)dx(a) Find the Riemann sum for this integral using right end-points andn=3. (b) Find the Riemann sum for this same integral, using left end-points andn=3.L3=2.(1 point) Consider the integralZ624x+4dx(a) Find the Riemann sum for this integral using right end-points andn=4.(b) Find the Riemann sum for this same integral, using left end-points andn=43.(1 point) Use the Midpoint Rule to approximateZ5.5-2.5x3dxwithn=8.4.(1 point) The following sums25-5n2·5n+s25-10n2·5n+...+s25-5nn2·5nis a right Riemann sum for the definite integralZb0f(x)dxwhereb=andf(x)=The limit of these Riemann sums asnis5.(1 point) Evaluate the definite integral by interpreting it interms of areas. 6.(1 point) Evaluate the integral below by interpreting it interms of areas. In other words, draw a picture of the region theintegral represents, and find the area using high school geome-try.Z 5-5p25-x2dx 7.(1 point) Evaluate the integral by interpreting it in terms ofareas. In other words, draw a picture of the region the integralrepresents, and find the area using high school geometry.Z8|10x-2|dx8.(1 point) Evaluate the integral by interpreting it in termsof areas:Z7-7(6-|x|)dx=9.(1 point)Z123f(x)-Z103f(x) =Zbaf(x)wherea=andb=10.(1point)LetZ13.56f(x)dx=1,Z8.56f(x)dx=10,Z13.511f(x)dx=10.FindZ118.5f(x)dx=andZ8.511(1f(x)-10)dx=11.(1 point) Given that 3f(x)4 for-5x4, useproperty 8 of Section 5.2 of the Stewart Essential Calculus text-book to estimate the value ofZ4 -5f(x)dxZ4-5f(x)dxGenerated by c WeBWorK, , Mathematical Association of America 1