Physics, asked by jozishaikh403, 3 months ago

((wrong answer will be reported
and ya 'Please don't paste from Google)) ​

Attachments:

Answers

Answered by Ganesh094
2

➝\blue{\underline{\boxed{\sf ᴀɴsᴡᴇʀ :}}}

Given,

A simple pendulum.

  • Tension = T. Angle with vertical = θ.

  • Speed of pendulum = vatθ

  • Length of string = L

T = mgcosθ+mv²/L

mv²/2 = KE = mgLcosθ ( loss in PE).

By Solving these,

T = 3 mg cosθ

When the string snaps, T= 2 mg.

so cosθ = 2/3

θ = cos-¹ 2/3

________________________________

Answered by noideas
1

A simple pendulum.

Tension = T. Angle with vertical = θ.

Speed of pendulum = vatθ

Length of string = L

T = mgcosθ+mv²/L

mv²/2 = KE = mgLcosθ ( loss in PE).

By Solving these,

T = 3 mg cosθ

When the string snaps, T= 2 mg.

so cosθ = 2/3

θ = cos-¹ 2/3

Similar questions