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The volume of a rectangular parallelepiped is given by V=x y z. If x=a ±Δa, y=b ±Δb, z=c ±Δc, show that (ΔV)/(V̅) ≈(Δa)/(a̅) (Δb)/(b̅) (Δc)/(c̅) Use this result to determine the bilateral tolerance on the volume of a rectangular parallelepiped with dimensions a=1.500 ±0.002 in b=1.875 ±0.003 in c=3.000 ±0.004 in | Numerade
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SOLVED:Find the dimensions of the rectangular parallelepiped of greatest volume and with a square base that can be cut from a solid sphere 18.0 inches in diameter (Fig. 25-43) (FIGURE CAN'T COPY)
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Session 6: Volume of a Parallelepiped | Multivariable Calculus | Mathematics …
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