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8. Find the dimensions of the quantity q from the expression.

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8. Find the dimensions of the quantity $q$ from the expression. $T = 2 π \frac{m l ^{3}}{3 Y q}$ , where $T$ is the time period of a bar of length $l$ , mass $m$ and Young's modulus $Y$ . (Ans. $L^{4}$ ) 9. An artificial satellite of mass $m$ is revolving in a circular orbit around a planet of $M$ and radius $R$ . If the radius of the orbit of the satellite ho.

Name: Video solution 1: 8. Find the dimensions of the quantity q from the expression. T=2π3Yqml3, where T is the time period of a bar of length l, mass m and Young's modulus Y. (Ans. L4 ) 9. An artificial satellite of mass m is revolving in a circular orbit around a planet of M and radius R. If the radius of the orbit of the satellite ho.
Uploaded: 2022-06-27T09:20:14.000Z
Duration: 9 min
Description: Video solution 1: 8. Find the dimensions of the quantity q from the expression. T=2π3Yqml3, where T is the time period of a bar of length l, mass m and Young's modulus Y. (Ans. L4 ) 9. An artificial satellite of mass m is revolving in a circular orbit around a planet of M and radius R. If the radius of the orbit of the satellite ho.

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Updated on: Jun 27, 2022

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Evelyn Discussed

8. Find the dimensions of the quantity

q

from the expression.

T = 2 π \frac{m l ^{3}}{3 Y q}

, where

T

is the time period of a bar of length

l

, mass

m

and Young's modulus

Y

. (Ans.

L^{4}

) 9. An artificial satellite of mass

m

is revolving in a circular orbit around a planet of

M

and radius

R

. If the radius of the orbit of the satellite ho.

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Question Text	8. Find the dimensions of the quantity $q$ from the expression. $T = 2 π \frac{m l ^{3}}{3 Y q}$ , where $T$ is the time period of a bar of length $l$ , mass $m$ and Young's modulus $Y$ . (Ans. $L^{4}$ ) 9. An artificial satellite of mass $m$ is revolving in a circular orbit around a planet of $M$ and radius $R$ . If the radius of the orbit of the satellite ho.
Updated On	Jun 27, 2022
Topic	Thermodynamics
Subject	Physics
Class	Class 11
Answer Type	Video solution: 1
Upvotes	110
Avg. Video Duration	9 min

Filo tutor solutions (1)

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