If the units of X, Y. Z are `g` `cm^2` `s^-5`, `gs^-1` & `cm//s^2 `then what is the relation between X. Y and Z?

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 .

If x prop 1/y and y prop 1/z k, then find if there be any relation of direct or inverse variation between x and z .

If x,y,z be three numbers in G.P. such that 4 is the A.M. between x and y and 9 is the H.M. between y and z , then y is

If tan^(-1)x , tan^(-1)y and tan^(-1)z are in A.P, find the algebric relation between x,y and z. If x,y,z be also in A.P. then show that x = y = z(y ne 0) .

Find the angle between the plane x-y+2z=9 and 2x+y+z=7

A relation R is defined on the set of integers Z as follows: R{(x,y):x,y in Z and x-y" is odd"} Then the relation R on Z is -

Find the angle between the planes x-y+2z=9 and 2x+y+z=7.

A relation R is defined on the set of integers Z Z as follows R= {(x,y) :x,y inZ Z and (x-y) is even } show that R is an equivalence relation on Z Z .