Question

The relation between wavelength density and acceleration due to gravity

Answer 1

Explanation:

Calculating acceleration due to gravity is pretty easy actually. All you have to do is draw some high school level FBD of a body and equate some values and you'll get the acceleration due to gravity of any object kept on the surface or wherever you want to keep it.

In this answer I'll keep it short by just explaining how we can calculate acceleration due to gravity on the surface of the earth (I am just assuming earth because you didnt mention the planet and everyone is only curious about earth )

So here we go :

Force on any object exerted by the earth kept on the surface is equal to F=GMmR2 

Answer 2

Answer:

Here is ur answer

I hope it will help u ...

plz mark my answer as brainlist

Explanation:

Dimension of velocityis LT-1

Dimension of wavelength is L

Dimension of acceleration due to gravityis LT-2

using dimension method:

a+b-3c =1(length)

c=0(mass)

-2b=-1 (time)

b=0.5

hence, a=0.5

therefore, v directly proportional to √g

v^2 directly proportional to g