If the dimenisons of length are expresse...

If the dimenisons of length are expressed as `G^(x)c^(y)h^(z)`, where `G,c` and `h` are the universal gravitational constant, speed of light and Plank's constant respectively, then

Similar Questions

Explore conceptually related problems

The dimensions of length are expressed as G^(x)c^(y)h^(z) , where G, c and h are the universal gravitational constant, speed of light and Planck's constant respectively, then :

Define G (universal gravitational constant).

Why is G called the universal gravitational constant ?

The SI unit of the universal gravitational constant G is

The value of universal gravitational constant G depends upon :

Why G is known as universal gravitational constant?

The C.G.S. unit of universal gravitational constant is

The dimensions of gravitational constant G and the moment of inertia are, respectively

Recommended Questions

If the dimenisons of length are expressed as G^(x)c^(y)h^(z), where G,...
Text Solution
|
The speed of light ( c), gravitational constant (G) and plank's consta...
Text Solution
|
If the energy, E = G^p h^q c^r, where G is the universal gravitational...
Text Solution
|
If the dimenisons of length are expressed as G^(x)c^(y)h^(z) , where G...
Text Solution
|
The dimensions of length are expressed as G^(x)c^(y)h^(z) , where G, c...
Text Solution
|
Expression for time in terms of G (universal gravitational constant), ...
Text Solution
|
Plank's constant (h), speed of light in vacuum (c) and Newton's gravi...
Text Solution
|
G (सार्वत्रिक गुरुत्वाकर्षण नियतांक), h (प्लांक नियतांक) तथा c (प्रकाश...
Text Solution
|
यदि लम्बाई की विमायें G^(x)c^(y)h^(z) से प्रदर्शित की जाती हैं, जहाँ G...
Text Solution
|