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In space two point masses of mass 10 {~kg} are fixed. The mass

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In space two point masses of mass $10 kg$ are fixed. The masses are separated distance $10 m$ . Another point mass of $1 kg$ is $%$ be projected from the midpoint of line joining the fixed masses such that it escapes to infinity. The minimum speed of the projection is

Name: Video solution 1: In space two point masses of mass 10 kg are fixed. The masses are separated distance 10 m. Another point mass of 1 kg is % be projected from the midpoint of line joining the fixed masses such that it escapes to infinity. The minimum speed of the projection is
Uploaded: 2023-04-22T02:39:50.000Z
Duration: 2 min
Description: Video solution 1: In space two point masses of mass 10 kg are fixed. The masses are separated distance 10 m. Another point mass of 1 kg is % be projected from the midpoint of line joining the fixed masses such that it escapes to infinity. The minimum speed of the projection is

$G m / s$
$2 G m / s$
$8 G m / s$
$6 G m / s$

Views: 6,086 students

Updated on: Apr 22, 2023

Found 2 tutors discussing this question

Theodore Discussed

In space two point masses of mass

10 kg

are fixed. The masses are separated distance

10 m

. Another point mass of

1 kg

%

be projected from the midpoint of line joining the fixed masses such that it escapes to infinity. The minimum speed of the projection is

12 mins ago

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Uploaded on: 4/22/2023

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Question Text	In space two point masses of mass $10 kg$ are fixed. The masses are separated distance $10 m$ . Another point mass of $1 kg$ is $%$ be projected from the midpoint of line joining the fixed masses such that it escapes to infinity. The minimum speed of the projection is
Updated On	Apr 22, 2023
Topic	Gravitation and Fluid
Subject	Physics
Class	Class 12
Answer Type	Video solution: 1
Upvotes	111
Avg. Video Duration	2 min

In space two point masses of mass $10 kg$ are fixed. The masses are separated distance $10 m$ . Another point mass of $1 kg$ is $%$ be projected from the midpoint of line joining the fixed masses such that it escapes to infinity. The minimum speed of the projection is

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