# Mathematics - Ordinary Differential Equations

112. Decreasing cube: Each of the three dimensions of a cube with sides of length s centimeters is decreased by a

Whole number of centimeters. The new volume in cubic Centimeters is given by V(s)= s^3-13s^2+54s-72

a) Find V(10).

b) If the new width is s - 6 centimeters, then what are the new length and height?

c) Find the volume when s = 10 by multiplying the length, width , and height

(Please see the attached file)

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#### Solution Preview

112. Decreasing cube. Each of the three dimensions of a

cube with sides of length s centimeters is decreased by a

Whole number of centimeters. The new volume in ...

#### Solution Summary

Ordinary differential equations are used to calculate real world scenarios. A complete, neat and step-by-step solution is provided in the attached file.

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