An experiment measures quantites `a, b, c` and `X` is calculated from the formula
`X = (ab^(2))/(c^(3))`
If the percentage errors in `a,b,c` are `+- 1%, +- 3%, +- 2%` respectively, the perentage error in `X` can be

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

An experimenter mesures quantitites a, b, c and X is calculated from X = (ab^2)/(c^3) if the percentage of error in a,b,c are +- 1% , +-3% and +-2% respectively the p.c. of error in X is

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-

An experiment from X = (a^(1//2) b^(2))/( c^(3)) . If the percentage errors in a, b , and c are +- 1% , +- 3% , and +- 2% , respectively , then the percentage error in X can be

An experiment from X = (a^(1//2) b^(2))/( c^(3)) . If the percentage errors in a, b , and c are +- 1% , +- 3% , and +- 2% , respectively , then the percentage error in X can be

An experiment measured quantity a, b, c and then x is calculated from x = ab^(2)//c^(3) . If the percentage error in a, b, c are pm 1%, pm 3% and pm 2% respectively, the percentage error in x can be,

An experiment measures quantities a,b,c and d and x is calculated from formula x=(ab^(1//2))/(c^(3//2)d^(3)) . The percentage errors in a,b,c and d are 2% , 4% , 6% and 1% respectively. What is the percentage error in x ?