Vb = D= A Vmax== D b) What is the volume of water displaced when the barge is empty? This will be in terms of D. c) What is the depth D below the waterline? W. -m³ Vmax= h m Water line 1) A flat bottomed barge in the water has a base with area A 4000 m². The height, h, of the barge is 2 m. and the distance D is the depth of the barge below the water line. The mass of the barge when empty is mi, = 1,000,000 kg. The theoretical maximum mass of the barge, including its load, will be when the top of the barge is at the water level. d) What is the maximum volume of water displaced, and the mass of this much water? N a) What is the weight of the empty barge? 9,800,000 W₁ = N mg = 1,000,000 (9.8) e) What is the theoretical maximum weight of the barge? Imax = kg

University Physics Volume 1
18th Edition
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Chapter14: Fluid Mechanics
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Problem 107AP: (a) Convert normal blood pressure readings of 120 over 80 mm Hg to newtons per meter squared using...
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Vb =
D
A
D
Vmax =
m³
c) What is the depth D below the waterline?
W max =
b) What is the volume of water displaced when the barge is empty? This will be in terms of D.
m
h
Water.
line
m³
1) A flat bottomed barge in the water has a base with
area A 4000 m². The height, h, of the barge is 2 m.
and the distance D is the depth of the barge below the i
water line. The mass of the barge when empty is m, =
1,000,000 kg.
N
a) What is the weight of the empty barge?
9,800,000
mg = 1,000,000 (9.8)
W₁ =
The theoretical maximum mass of the barge, including its load, will be when the top of the barge is at the
water level.
d) What is the maximum volume of water displaced, and the mass of this much water?
e) What is the theoretical maximum weight of the barge?
N
Illmax =
- 16 hour!! (3)
kg
525555, 004 Hae ad 11.
Transcribed Image Text:Vb = D A D Vmax = m³ c) What is the depth D below the waterline? W max = b) What is the volume of water displaced when the barge is empty? This will be in terms of D. m h Water. line m³ 1) A flat bottomed barge in the water has a base with area A 4000 m². The height, h, of the barge is 2 m. and the distance D is the depth of the barge below the i water line. The mass of the barge when empty is m, = 1,000,000 kg. N a) What is the weight of the empty barge? 9,800,000 mg = 1,000,000 (9.8) W₁ = The theoretical maximum mass of the barge, including its load, will be when the top of the barge is at the water level. d) What is the maximum volume of water displaced, and the mass of this much water? e) What is the theoretical maximum weight of the barge? N Illmax = - 16 hour!! (3) kg 525555, 004 Hae ad 11.
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