A square of side length a = 18.0 cm is placed so its lower-left corner is at the origin of a 2D coordinate system. The mass of the square is 3 kg and is distributed uniformly. (a) What is the position of the centre of mass of this square? RCOM= [XxCOM, yCoM] m (b) A smaller square of area 4.0 cm² is removed from the larger square, leaving a hole centred on [4.00, 6.00] cm? How much mass was removed? mremoved= kg (c) What is the new centre of mass of the system? RCOM,new = [XCOM, yCoM] m
A square of side length a = 18.0 cm is placed so its lower-left corner is at the origin of a 2D coordinate system. The mass of the square is 3 kg and is distributed uniformly. (a) What is the position of the centre of mass of this square? RCOM= [XxCOM, yCoM] m (b) A smaller square of area 4.0 cm² is removed from the larger square, leaving a hole centred on [4.00, 6.00] cm? How much mass was removed? mremoved= kg (c) What is the new centre of mass of the system? RCOM,new = [XCOM, yCoM] m
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![A square of side length a = 18.0 cm is placed so its lower-left corner is at the origin of a 2D coordinate system.
The mass of the square is 3 kg and is distributed uniformly.
(a) What is the position of the centre of mass of this square?
RCOM= [XCOM, yCoM]
m
(b) A smaller square of area 4.0 cm² is removed from the larger square, leaving a hole centred on [4.00, 6.00]
cm? How much mass was removed?
mremoved=
kg
(c) What is the new centre of mass of the system?
RCOM,new = [XCOM, yCoM]
m](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fc7466ed5-7fd4-4222-843b-1c63be417af5%2F7d456430-c6b1-4738-9ec7-b2d1d8751960%2Fsvui7al_processed.png&w=3840&q=75)
Transcribed Image Text:A square of side length a = 18.0 cm is placed so its lower-left corner is at the origin of a 2D coordinate system.
The mass of the square is 3 kg and is distributed uniformly.
(a) What is the position of the centre of mass of this square?
RCOM= [XCOM, yCoM]
m
(b) A smaller square of area 4.0 cm² is removed from the larger square, leaving a hole centred on [4.00, 6.00]
cm? How much mass was removed?
mremoved=
kg
(c) What is the new centre of mass of the system?
RCOM,new = [XCOM, yCoM]
m
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