check the correctness of the equation (i) T = K * root rho*r/S where K is constant , rho is density ,r radius and S be the surface tension (ii) F =mv 2 /r (iii) T = 2pi* root L/g (iv)V= root E/d where v is velocity E is elasticity and d, density (v) E = mgh + ½ mv 2

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Arun · Answer

Dear student

Please aks only one question in one thread.

Given
F=mV²/r

Dimensional Formula of Force= mx a
=mxv/t
L.H.S=F =M¹L¹T⁻²---------(1)

R.H.S=mv²/r
=M¹(L¹T⁻¹)²/L
=M¹L²T⁻²/L
=M¹L¹T⁻²------------(2)

By equation 1 and 2

L.H.S =R.H.S
Since the dimensions of F and mV²/r are equal... so equation is dimensionally correct.

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check the correctness of the equation (i) T = K * root rhor/S where K is constant , rho is density ,r radius and S be the surface tension (ii) F =mv 2 /r (iii) T = 2pi root L/g (iv)V= root E/d where v is velocity E is elasticity and d, density (v) E = mgh + ½ mv 2

check the correctness of the equation
(i) T = K * root rhor/S where K is constant , rho is density ,r radius and S be the surface tension
(ii) F =mv²/r (iii) T = 2pi root L/g (iv)V= root E/d where v is velocity E is elasticity and d, density
(v) E = mgh + ½ mv²

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check the correctness of the equation (i) T = K * root rho*r/S where K is constant , rho is density ,r radius and S be the surface tension (ii) F =mv 2 /r (iii) T = 2pi* root L/g (iv)V= root E/d where v is velocity E is elasticity and d, density (v) E = mgh + ½ mv 2

check the correctness of the equation (i) T = K * root rho*r/S where K is constant , rho is density ,r radius and S be the surface tension (ii) F =mv2/r (iii) T = 2pi* root L/g (iv)V= root E/d where v is velocity E is elasticity and d, density (v) E = mgh + ½ mv2

1 Answers

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check the correctness of the equation (i) T = K * root rhor/S where K is constant , rho is density ,r radius and S be the surface tension (ii) F =mv 2 /r (iii) T = 2pi root L/g (iv)V= root E/d where v is velocity E is elasticity and d, density (v) E = mgh + ½ mv 2

check the correctness of the equation
(i) T = K * root rhor/S where K is constant , rho is density ,r radius and S be the surface tension
(ii) F =mv²/r (iii) T = 2pi root L/g (iv)V= root E/d where v is velocity E is elasticity and d, density
(v) E = mgh + ½ mv²