General Knowledge - Physics - Discussion

Discussion Forum : Physics - Section 1 (Q.No. 15)
15.
Out of the following pairs, choose the pair in which the physical quantities do not have identical dimension?
Pressure and Young's modules
Planck's constant and Angular momentum
Impulse and moment of force
Force and rate of change of linear momentum
Answer: Option
Explanation:
No answer description is available. Let's discuss.
Discussion:
21 comments Page 1 of 3.

Deepthi said:   6 years ago
Angular momentum is a rotational representation of linear momentum. So, its Dimension is same as linear momentum ML^2T^-1.

Proton's energy = Planck's constant x Frequency.
Nm*s = Planck's constant since, (1/Freq) = s.
(Kgm/s^2)m*s = Kgm^2/s
Dimension is ML^2T^-1.

Vinay said:   8 years ago
Energy and young modulus have same dimensions.

Paul martiins said:   9 years ago
Impulse = ft (the signal recieved by an object)

where f = newton and t = sec unit=(N/sec2).

While moment is returning effect an object makes or is de product of force * distance unit =(N/m2).

Abhishek mani bhartiya said:   9 years ago
Due to the description of torque. I can say that the exact answer is 'C'. (FULLY SATISFIED).

Mimi said:   9 years ago
impulse = ft = Ns is the unit.

Moment of a force = f * distance = Nm is the unit.

Sneha mandal said:   9 years ago
Impluse = ft.

Momentum of force = ft, so both are dimensionally identical.

Please reply me. If I am wrong.

Paul said:   9 years ago
From Bohr theory, Angular momentum is equal to plank constant, ie L=nh where n= 1, 2, 3.

Also Angular momentum L = n * Dirac constant divided by 2 pie. Option C is the correct answer.

Mohammad Afzal said:   10 years ago
@Mohan: Force = MLT^-2 and Pressure = Force/area = (MLT^-2)/(L^2).

Hence, Pressure = ML^-1T^-2.

Whereas,

Young's Modulus = Pressure/Length = ML^-2T^-2.

Odegbo michael said:   10 years ago
Distinguish between impulses and momentum and how they are related?

Getnet Tegenie said:   1 decade ago
You are correct, but you didn't agree with your idea. Young's modulus has the same unit with stress or pressure. So the answer is only choice C which has quantities with different dimensions. The rest all choices have the same dimensions.


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