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Math
Calculus
Calculus: Early Transcendentals, Enhanced Etext
Chapter 6, Problem 5MC
Chapter 6, Problem 5MC
BUY
Calculus: Early Transcendentals, Enhanced Etext
12th Edition
ISBN:
9781119777984
Author: Howard Anton; Irl C. Bivens; Stephen Davis
Publisher:
Wiley Global Education US
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1 Limits And Continuity
2 The Derivative
3 Topics In Differentiation
4 The Derivative In Graphing And Applications
5 Integration
6 Applications Of The Definite Integral In Geometry, Science, And Engineering
7 Principles Of Integral Evaluation
8 Mathematical Modeling With Differential Equations
9 Infinite Series
10 Parametric And Polar Curves; Conic Sections
11 Three-dimensional Space; Vectors
12 Vector-valued Functions
13 Partial Derivatives
14 Multiple Integrals
15 Topics In Vector Calculus
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6.1 Area Between Two Curves
6.2 Volumes By Slicing; Disks And Washers
6.3 Volumes By Cylindrical Shells
6.4 Length Of A Plane Curve
6.5 Area Of A Surface Of Revolution
6.6 Work
6.7 Moments, Centers Of Gravity, And Centroids
6.8 Fluid Pressure And Force
6.9 Hyperbolic Functions And Hanging Cables
Chapter Questions
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Problem 1RE: Describe the method of slicing for finding volumes, and use that method to derive an integral...
Problem 2RE: State an integral formula for finding a volume by the method of cylindrical shells, and use Riemann...
Problem 3RE: State an integral formula for finding the arc length of a smooth curve y=fx over an interval a,b ,...
Problem 4RE: State an integral formula for the work W done by a variable force Fx applied in the direction of...
Problem 5RE: State an integral formula for the fluid force F exerted on a vertical flat surface immersed in a...
Problem 6RE: Let R be the region in the first quadrant enclosed by y=x2,y=2+x, and x=0 . In each part, set up,...
Problem 7RE: (a) Set up a sum of definite integrals that represents the total shaded area between the curves y=fx...
Problem 8RE: The accompanying figure shows velocity versus time curves for two cars that move along a straight...
Problem 9RE: Let R be the region enclosed by the curves y=x2+4,y=x3, and the y-axis . Find and evaluate a...
Problem 10RE: A football has the shape of the solid generated by revolving the region bounded between the x-axis...
Problem 11RE: Find the volume of the solid whose base is the region bounded between the curves y=x and y=1/x for...
Problem 12RE
Problem 13RE: Find the arc length in the second quadrant of the curve from to .
Problem 14RE: Let C be the curve y=ex between x=0 and x=ln10 . In each part, set up, but do not evaluate, an...
Problem 15RE: Find the area of the surface generated by revolving the curve y=25x,9x16, about the x-axis .
Problem 16RE
Problem 17RE: Consider the solid generated by revolving the region enclosed by y=secx,x=0,x=/3, and y=0 about the...
Problem 18RE
Problem 19RE: (a) A spring exerts a force of 0.5N when stretched 0.25m beyond its natural length. Assuming that...
Problem 20RE: A boat is anchored so that the anchor is 150ft below the surface of the water. In the water, the...
Problem 21RE: Find the centroid of the region. The region bounded by y2=4x and y2=8x2 .
Problem 22RE: Find the centroid of the region. The upper half of the ellipse x/a2+y/b2=1 .
Problem 23RE: In each part, set up, but do not evaluate, an integral that solves the problem. (a) Find the fluid...
Problem 24RE: Show that for any constant a, the function y=sinhax satisfies the equation y=a2y .
Problem 25RE: In each part, prove the identity. (a) cosh3x=4cosh3x3coshx (b) cosh12x=12coshx+1 (c)...
Problem 1MC
Problem 2MC
Problem 3MC
Problem 4MC
Problem 5MC
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