If E and G respectively denotes energy and gravitational constant, then E/G has the dimensions of:
If E and G respectively denotes energy and gravitational constant, then E/G has the dimensions of:
Option 1 -
[M²][L⁻¹][T⁰]
Option 2 -
[M][L⁻¹][T⁻¹]
Option 3 -
[M][L⁰][T⁰]
Option 4 -
[M²][L⁻²][T⁻¹]
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1 Answer
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Correct Option - 1
Detailed Solution:The dimensional formula for energy E is [ML²T? ²].
The dimensional formula for the gravitational constant G is [M? ¹L³T? ²].
The ratio E/G has dimensions: [ML²T? ²] / [M? ¹L³T? ²] = [M²L? ¹T? ].
Similar Questions for you
= Dimensionless
dimensionless
a = dimensionless of b
a = MLT-2
Using F = MA =
m = FTV1
F = ηAdv / dx
η = F (dx/dv) (1/A) = m × a × time × (1/area) = MV/A
Since, should be dimensionless.
So, dimension of
Dimension of
So,
x = (IFV²)/ (WL? )
I = [ML²]
F = [MLT? ²]
V² = [L² T? ²]
W = [ML² T? ²]
Q? = [L? ]
X = [ML? ¹ T? ²]
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