What is the fractional error in g calculated from `T = 2 pi sqrt((l)/(g))` ? Given that fractional error in `T` and `l` are `pm x` and `pm y` respectively.

What is the fractional error in g calculated from T = 2 pi sqrt((l)/(g)) ? Given that fractional error in T and l are pm 2 and pm 3 respectively.

What is the fractional error in g calculated from T = 2 pi sqrt((l)/(g)) ? Given that fractional error in T and l are pm 3 and pm 6 respectively.

What is the fractional error in g calculated from T = 2iW//g ? Given fractional errors in T and / are ±x and +y respectively.

An experiment measures quantities a, b and c and X is calculated from X= ab^(2)//c^(3) . If the percentage error in a, b and c are pm 1%, pm 3% and pm 2% respectively, the percentage error in X will be-

If T= 2pisqrt(1/8) , then relative errors in T and l are in the ratio

If T= 2pisqrt(1/8) , then relative errors in T and l are in the ratio

What is the maximum fractional error in a^n ? (Given absolute error in a is ∆a)

If the time period of a simple pendulum is T = 2pi sqrt(l//g) , then the fractional error in acceleration due to gravity is

If the time period of a simple pendulum is T = 2pi sqrt(l//g) , then the fractional error in acceleration due to gravity is