A conical pendulum is moving with angular velocity ω as shown in the figure. If tension in the string is T then find the correct relation :-

Question

A conical pendulum is moving with angular velocity ω as shown in the figure. If tension in the string is T then find the correct relation :- <img class="img-fluid question-image" alt="Question" src="https://cdn.tardigrade.in/q/nta/p-nwsyztgqu64bv0mv.jpg" /> (A) T=mω 2ℓ  (B) Tsinθ =mω 2ℓ  (C) T=mgcosθ  (D) T-mω 2ℓ sinθ

Tardigrade Admin · Accepted Answer

Q. A conical pendulum is moving with angular velocity $ω$ as shown in the figure. If tension in the string is $T$ then find the correct relation :-

$T = m ω^{2} ℓ$

$T s in θ = m ω^{2} ℓ$

$T = m g cos θ$

$T - m ω^{2} ℓ s in θ$

Q. A conical pendulum is moving with angular velocity ω as shown in the figure. If tension in the string is T then find the correct relation :-

T=mω2ℓ

Tsinθ=mω2ℓ

T=mgcosθ

T−mω2ℓsinθ

Q. A conical pendulum is moving with angular velocity $ω$ as shown in the figure. If tension in the string is $T$ then find the correct relation :-

$T = m ω^{2} ℓ$

$T s in θ = m ω^{2} ℓ$

$T = m g cos θ$

$T - m ω^{2} ℓ s in θ$