is sealed and more water is poured Physics 200: Homework 10 Due 12/2 Reading Read Chapter 14 of the textbook Textbook Problems Chapter 14: Problems: 10, 32, 44 10 The plastic tube in Fig. 14-30 has a cross-sectional area of 5.00 cm2. The tube is filled with water until the short arm (of length d 0.800 m) is full. Then the short arm is sealed and more water is gradually poured into the long arm. If the seal will the force on it exceeds 9.80 N, what total height of water in the long arm will put the seal on the verge of popping? pop off when dod Figure 14-30 Problems 10 and 81. •32 In Fig. 14-38, a cube of edge length L =,0.600 m and mass 450 kg is suspended by a rope in an open tank of liquid of density 1030 kg/m. Find (a) the magnitude of the total downward force on the top of the cube from the liquid and the atmo- sphere, assuming atmospheric pres- sure is 1.00 atm, (b) the magnitude of the total upward force on the bot- tom of the cube, and (c) the tension in the rope. (d) Calculate the magnitude of the buoyant force on the cube using Archimedes' principle. What relation exists among all these quantities? Figure 14-38 Problem 325 44 A wood block (mass 3.67 kg, density 600 kg/m) is fitted with lead (density 1.14 x 10 kg/m) so that it floats in water with 0.900 of its volume submerged. Find the lead mass if the lead is fit- ted to the block's (a) top and (b) bottom.
is sealed and more water is poured Physics 200: Homework 10 Due 12/2 Reading Read Chapter 14 of the textbook Textbook Problems Chapter 14: Problems: 10, 32, 44 10 The plastic tube in Fig. 14-30 has a cross-sectional area of 5.00 cm2. The tube is filled with water until the short arm (of length d 0.800 m) is full. Then the short arm is sealed and more water is gradually poured into the long arm. If the seal will the force on it exceeds 9.80 N, what total height of water in the long arm will put the seal on the verge of popping? pop off when dod Figure 14-30 Problems 10 and 81. •32 In Fig. 14-38, a cube of edge length L =,0.600 m and mass 450 kg is suspended by a rope in an open tank of liquid of density 1030 kg/m. Find (a) the magnitude of the total downward force on the top of the cube from the liquid and the atmo- sphere, assuming atmospheric pres- sure is 1.00 atm, (b) the magnitude of the total upward force on the bot- tom of the cube, and (c) the tension in the rope. (d) Calculate the magnitude of the buoyant force on the cube using Archimedes' principle. What relation exists among all these quantities? Figure 14-38 Problem 325 44 A wood block (mass 3.67 kg, density 600 kg/m) is fitted with lead (density 1.14 x 10 kg/m) so that it floats in water with 0.900 of its volume submerged. Find the lead mass if the lead is fit- ted to the block's (a) top and (b) bottom.
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Transcribed Image Text:is sealed and more water is poured
Physics 200: Homework 10
Due 12/2
Reading
Read Chapter 14 of the textbook
Textbook Problems
Chapter 14: Problems: 10, 32, 44
10 The plastic tube in Fig. 14-30 has a
cross-sectional area of 5.00 cm2. The tube is
filled with water until the short arm (of
length d 0.800 m) is full. Then the short arm
is sealed and more water is gradually poured
into the long arm. If the seal will
the force on it exceeds 9.80 N, what total
height of water in the long arm will put the seal
on the verge of popping?
pop off when
dod
Figure 14-30
Problems 10
and 81.
•32 In Fig. 14-38, a cube of edge
length L =,0.600 m and mass 450 kg
is suspended by a rope in an open
tank of liquid of density 1030 kg/m.
Find (a) the magnitude of the total
downward force on the top of the
cube from the liquid and the atmo-
sphere, assuming atmospheric pres-
sure is 1.00 atm, (b) the magnitude
of the total upward force on the bot-
tom of the cube, and (c) the tension
in the rope. (d) Calculate the magnitude of the buoyant force on
the cube using Archimedes' principle. What relation exists among
all these quantities?
Figure 14-38 Problem 325
44 A wood block (mass 3.67 kg, density 600 kg/m) is fitted
with lead (density 1.14 x 10 kg/m) so that it floats in water with
0.900 of its volume submerged. Find the lead mass if the lead is fit-
ted to the block's (a) top and (b) bottom.
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