Due to an explosion underneath water, a bubble stalled oscillating. If this oscillation has time period T. which is proportional to P^\alpha\,S^\beta\,E^\gamma, where P is static pressure, S is density of water and E is total energy of explosion. Determine α, β and γ

Correct Answer is : α=−56,β=12,γ=13

\alpha=-3/2, \beta=1/3, \gamma=-5/6

\alpha=-5/6, \beta=1/2, \gamma=1/3

\alpha=1/2, \beta=-5/6, \gamma=7/4

\alpha=-1/3, \beta=3/2, \gamma=-4/3

TS EAMCET 10-Sep-2020 Shift 1 Solved Paper

Section: Physics

Question : 82 of 160

Marks: +1, -0

Due to an explosion underneath water, a bubble stalled oscillating. If this oscillation has time period T. which is proportional to Pα‌Sβ‌Eγ, where P is static pressure, S is density of water and E is total energy of explosion. Determine α, β and γ

α=−
3
2
,β=
1
3
,γ=−
5
6
α=−
5
6
,β=
1
2
,γ=
1
3
α=
1
2
,β=−
5
6
,γ=
7
4
α=−
1
3
,β=
3
2
,γ=−
4
3

Validate

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