9) Derive an expression to calculate the time of cooling of a body throug..
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9) Derive an expression to calculate the time of cooling of a body through a range T2 to T1(T2>T1) of temperature.
10) A steel wire 0.72 m long has a mass of 5.0×10−3 kg. If the wire is under a ter sion of 60 N. Calculate the speed of transverse waves on the wire.
Video solution 1: 9) Derive an expression to calculate the time of cooling of a body through a range T2 to T1(T2>T1) of temperature. 10) A steel wire 0.72 m long has a mass of 5.0×10−3 kg. If the wire is under a ter sion of 60 N. Calculate the speed of transverse waves on the wire.
Video solution 1: 9) Derive an expression to calculate the time of cooling of a body through a range T2 to T1(T2>T1) of temperature. 10) A steel wire 0.72 m long has a mass of 5.0×10−3 kg. If the wire is under a ter sion of 60 N. Calculate the speed of transverse waves on the wire.
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9) Derive an expression to calculate the time of cooling of a body throug..
Filo Student Questions For CBSE , Class 11 , Physics
SOLVED: The rate of cooling a body can be expressed as ΔT = -k(T - Ta) where T is the temperature of the body ('C), Ta is the temperature of the surrounding
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Filo Student Questions For CBSE , Class 11 , Physics
A hot body placed in a surrounding of temperature θ0 obeys Newton's law of cooling dθ/dt = -k(θ - θ0). - Sarthaks eConnect
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Newton's law of cooling says that the temperature of a body
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