The unit of three physical quantities x, y and z are `g cm^(2)' s^(-5)`, `gs^(-1)` and `cm s^(-2)` respectively. The relation between x, y and z is

X, Y, and Z are three physical quantities having units g. cm^(2). s^(-5), g.s^(-1) and cm . s^(-2) . Relationship between X, Y and Z can be represented by

For the reaction A+2Brarr3C , the rate in terms of change in concentration of A, B and C are x, y and z "mol .L "^(-1).s^(-1) , respectively, Establish a relation between x , y and z .

A physical quantity rho is calculated by using the formula rho =(1)/(10)(xy^(2))/(z^(1//3)) , where x, y and z are experimentally measured quantities. If the fractional error in the measurement of x, y and z are 2%, 1% and 3% , respectively, then the maximum fractional error in the calculation of rho is

A physical quantity rho is calculated by using the formula rho =(1)/(10)(xy^(2))/(z^(1//3)) , where x, y and z are experimentally measured quantities. If the fractional error in the measurement of x, y and z are 2%, 1% and 3% , respectively, then the maximum fractional error in the calculation of rho is

A physical quantity rho is calculated by using the formula rho =(1)/(10)(xy^(2))/(z^(1//3)) , where x, y and z are experimentally measured quantities. If the fractional error in the measurement of x, y and z are 2%, 1% and 3% , respectively, then the maximum fractional error in the calculation of rho is

A physical quantity rho is calculated by using the formula rho =(1)/(10)(xy^(2))/(z^(1//3)) , where x, y and z are experimentally measured quantities. If the fractional error in the measurement of x, y and z are 2%, 1% and 3% , respectively, then the maximum fractional error in the calculation of rho is

A physical quantity Q is found to depend on quantities x,y,z obeying relation Q = (x^(2)y^(3))/(z^(1)) . The percentage errors in x, y, and z are 2%, 3% and 1% respectively. Find the percentage error in Q.

A physical quantity Q is found to depend on observables x, y and z, obeying relation Q=(x^(3)y^(2))/(z) . The percentage error in the measurements of x, y and z are 1% , 2% and 4% respectively. What is percentage error in the quantity Q ?