The escape velocity of a body depends upon its mass asm-1-m-3-m-2-m-0-

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Toppr Admin · Accepted Answer

Escape speed of a body from Earth-apos-s surface is given by-xA0-vmin-x221A-2gRAs we can see from the above equation- there is no -apos-mass-apos- term- Implies it can be written as m0-So- the escape speed of a body is independent of its mass-

The escape velocity of a body depends upon its mass as
$m^{1}$
$m^{3}$
$m^{2}$
$m^{0}$

Escape speed of a body from Earth's surface is given by: $v_{m i n} = \sqrt{2 g R}$
As we can see from the above equation, there is no 'mass' term. Implies it can be written as $m^{0}$ .
So, the escape speed of a body is independent of its mass.

The escape velocity of a body depends upon its mass asm1m3m2m0

Escape speed of a body from Earth's surface is given by: vmin=√2gRAs we can see from the above equation, there is no 'mass' term. Implies it can be written as m0.So, the escape speed of a body is independent of its mass.

The escape velocity of a body depends upon its mass as
$m^{1}$
$m^{3}$
$m^{2}$
$m^{0}$

Escape speed of a body from Earth's surface is given by: $v_{m i n} = \sqrt{2 g R}$
As we can see from the above equation, there is no 'mass' term. Implies it can be written as $m^{0}$ .
So, the escape speed of a body is independent of its mass.