if period of function cos(nx).sin(5x/n) is 3 pi, then number of integral values of n are

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Sher Mohammad · Answer

cos(n(x+3Npi).sin(5(x+3Npi)/n)= cos nx . sin 5x/n, equating and solving equation gives us the values the integral values of n are&plusmn;1,&plusmn;3,&plusmn;5,&plusmn;15

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if period of function cos(nx).sin(5x/n) is 3 pi, then number of integral values of n are

if period of function cos(nx).sin(5x/n) is 3 pi, then number of integral values of n are

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if period of function cos(nx).sin(5x/n) is 3 pi, then number of integral values of n are

if period of function cos(nx).sin(5x/n) is 3 pi, then number of integral values of n are

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