A particle executes SHM in accordance with x=Asin (wt). If t1 is the time taken by it to reach from x=0 to x=(A/2)√3 and t2 is the time taken by it to reach from x=(A/2)√3 to x=A, the value of t1/t2 is

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Khimraj · Answer

x = Asin(wt) t1 will be given by (A/2)√3 = Asin(wt1) So sin(wt1) = √3/2 wt1 = π/3 – (1) time taken by particle to reach from x=0 to x=A will be t1 +t2. So A = A sinw(t1+t2) So wt1 + wt2 = π/2 then wt2 = π/2 – π/3 So wt2 = π/6 – (2) divide equation (1) by (2) t1/t2 = 2. Hope it clears. If you like anser then please approve it.

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A particle executes SHM in accordance with x=Asin (wt). If t1 is the time taken by it to reach from x=0 to x=(A/2)√3 and t2 is the time taken by it to reach from x=(A/2)√3 to x=A, the value of t1/t2 is

A particle executes SHM in accordance with x=Asin (wt). If t1 is the time taken by it to reach from x=0 to x=(A/2)√3 and t2 is the time taken by it to reach from x=(A/2)√3 to x=A, the value of t1/t2 is

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A particle executes SHM in accordance with x=Asin (wt). If t1 is the time taken by it to reach from x=0 to x=(A/2)√3 and t2 is the time taken by it to reach from x=(A/2)√3 to x=A, the value of t1/t2 is

A particle executes SHM in accordance with x=Asin (wt). If t1 is the time taken by it to reach from x=0 to x=(A/2)√3 and t2 is the time taken by it to reach from x=(A/2)√3 to x=A, the value of t1/t2 is

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