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Physics: Post your doubts here!

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CORRECT ME IF I AM WRONG.....View attachment 49325 the answer to this question is C because we have to take the perpendicular distances between the slopes.......RIGHT?
Yeah. You assume one of the points to be the pivot.

Take the topmost point as the pivot. Now you need the PERPENDICULAR DISTANCE, from the force to the pivot.

Let the PERPENDICULAR DISTANCE = x

Sin 50 = x / 0.30

x = 0.2298 = 0.23


Now F * PERPENDICULAR DISTANCE

2 * 0.23

=0.46 Nm
 
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Yeah. You assume one of the points to be the pivot.

Take the topmost point as the pivot. Now you need the PERPENDICULAR DISTANCE, from the force to the pivot.

Let the PERPENDICULAR DISTANCE = x

Sin 50 = x / 0.30

x = 0.2298 = 0.23


Now F * PERPENDICULAR DISTANCE

2 * 0.23

=0.46 Nm
Thank u! :)
 
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A thermometer can be read to an accuracy of ± 0.5 °C. This thermometer is used to measure a
temperature rise from 40 °C to 100 °C.
What is the percentage uncertainty in the measurement of the temperature rise?

Can anyone HELP me answer this???It's so frustrating...
Appreciate the help
 
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A thermometer can be read to an accuracy of ± 0.5 °C. This thermometer is used to measure a
temperature rise from 40 °C to 100 °C.
What is the percentage uncertainty in the measurement of the temperature rise?

Can anyone HELP me answer this???It's so frustrating...
Appreciate the help

The uncertainty in each thermometer reading is 0.5 °C. Question asked for percentage uncertainty in temperature rise. To calculate the temperature rise you take 100-40=60 °C, and that's the differnece between two thermometer readings. When you add or subtract two quantities, their absolute uncertainty should be added together.

So here, the total absolute uncertainty is 0.5+0.5=1.0 °C.

And the PERCENTAGE uncertainty in temp rise would be (absolute uncertainty/temp rise)*100%
Thus, you get (1/60)*100%= 1.7%
 
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An aeroplane travels at an average speed of 600 km h–1 on an outward flight and at 400 km h–1 on
the return flight over the same distance.

What is the average speed of the whole flight?
A 111 m s–1 B 167 m s–1 C 480 km h–1 D 500 km h–1

can any one answer this question??
For simplicity's sake, let's assume the distance travelled is 1,200 km.

outbound - 600 km / h
return - 400 km / h

total time: 1 + 1.5 = 2.5 hrs

1200/2.5 = average speed
 
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help!!!!
Q) A steel spring has a spring constant of 150 N m–1. When a 25 N weight is hung from the spring, it
has a stretched length of 55 cm.
What was the original length of the spring?

A 0.38 m B 0.49 m C 0.61 m D 0.72 m
 
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help!!!!
Q) A steel spring has a spring constant of 150 N m–1. When a 25 N weight is hung from the spring, it
has a stretched length of 55 cm.
What was the original length of the spring?

A 0.38 m B 0.49 m C 0.61 m D 0.72 m

F=kx
for a force of 25N
x=25/150 = 1/6 m.
Now, stretched length= original length + x
Therefore Original length = .55-.17 = .38m......(A)
 
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F=kx
for a force of 25N
x=25/150 = 1/6 m.
Now, stretched length= original length + x
Therefore Original length = .55-.17 = .38m......(A)
In simple harmonic motion, one of the formulas of Time period of a pendulum is (T=2 pi underoot l/g)
If a lift is moving with upward acceleration, a, then a pendulum inside it will have g=9.81+a because of the total value of g, acceleration of 9.81 m/s sq. was used to cancel acceleration due to gravity so it will also be added into a.
But if a lift is moving with downward acceleration, a, why will the value of g be 9.81-a?
 
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In simple harmonic motion, one of the formulas of Time period of a pendulum is (T=2 pi underoot l/g)
If a lift is moving with upward acceleration, a, then a pendulum inside it will have g=9.81+a because of the total value of g, acceleration of 9.81 m/s sq. was used to cancel acceleration due to gravity so it will also be added into a.
But if a lift is moving with downward acceleration, a, why will the value of g be 9.81-a?


The force that makes the pendulum swing is centripetal, therefore any force acting or acceleration produced is directed towards the centre of circle ( in this case, it's imaginary and the pendulum is the radius).
Hence, acceleration would be in the direction against gravity and total gravity would equal to 9.81-a (downward-upward).
 
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In simple harmonic motion, one of the formulas of Time period of a pendulum is (T=2 pi underoot l/g)
If a lift is moving with upward acceleration, a, then a pendulum inside it will have g=9.81+a because of the total value of g, acceleration of 9.81 m/s sq. was used to cancel acceleration due to gravity so it will also be added into a.
But if a lift is moving with downward acceleration, a, why will the value of g be 9.81-a?
Thankyou
 
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The force that makes the pendulum swing is centripetal, therefore any force acting or acceleration produced is directed towards the centre of circle ( in this case, it's imaginary and the pendulum is the radius).
Hence, acceleration would be in the direction against gravity and total gravity would equal to 9.81-a (downward-upward).
Thankyou
 
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