Thinking Like an Engineer: An Active Learning Approach (3rd Edition)
Thinking Like an Engineer: An Active Learning Approach (3rd Edition)
3rd Edition
ISBN: 9780133593211
Author: Elizabeth A. Stephan, David R. Bowman, William J. Park, Benjamin L. Sill, Matthew W. Ohland
Publisher: PEARSON
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Chapter 6, Problem 7ICA

Suppose that the earth were a smooth sphere and you could wrap a 25,000-mile-long band snugly around it. Now let us say that you lengthen the band by 10 feet, loosening it just a little. What would be the largest thing that could slither under the new band (assume that it is now raised above the earthʼs surface equally all the way around so that it doesnʼt touch anywhere): an amoeba, a snake, or an alligator?

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3. Suppose that in the Magdeburg hemisphere demonstration we replace the hollow sphere with a hollow cube, with a volume of 1 cubic foot. The cube is bisected into two equal halves and the seams are sealed with grease. When the cube is evacuated, what is the maximum force (in lbs) needed to pull the cube apart (at sea level)? Does it matter how the cube is bisected?
Given the following illustration, the pressure at A (far left) is PA = 81.4 psi, the pressure at B (far right) is PB = 79.9 psi, h₁ = 5 in (and the density of the fluid on the left is 60 lbm/ft³), the density of the fluid in the middle is = 110 lbm/ft³, and h3 = 17 in (and the fluid on the top right is 80 lbm/ft³). The value of h₂ is closest to: h₁ h₂ h₂ Differential U-Tube Manometer (Figure not drawn to scale)
Your professor at HTU asked you to explain Archimedes topic to your classmates at one of the classes as a homework. During the class, one of the students asked the following question. A ring weighs 83.327×104N in air and 80.33×10-4 N when submerged in water:
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