Consider three quantities (`x= E/B, y= (sqrt(1/((mu_0)(epsilon_0)))) and z=(1/CR)`. Here, l is the length of a wire, C is a capacitance and R is a resistance. All other symbols have standard meanings.

Consider three quantities x=E/B, y=sqrt(1/(mu_(0)epsilon_(0))) and z=1/(RC) , Here, l is the length of a wire, C is capacitance and R is a resistance. All other symbols have standard meanings.

[" 6.Consider three quantities "x=E/B,Y=sqrt(1/ mu_(0)varepsilon_(0))" and "Z=(1)/(CR)" .Here "l'" is the length of a "],[" wire,"c" is a capacitance and "'R'" is a resistance.All other symbols have standard "],[" meanings."],[" A) "x.Y" have the same dimensions "],[" B) "" Y "" Z have the same dimensions "],[" C) "z" ,"x" have the same dimensions "],[" D) None of the three pairs have the same dimensions "]

Consider three quantities: x = (E)/( b) , y = (1)/(sqrt( mu_(0) epsilon _(0))) , and z = (l) /( C R) . Here , l is the length of a wire , C is the capacitance , and R is a resistance. All other symbols have usual meanings. Then

Consider three quantities: x = (E)/( B) , y = (1)/(sqrt( mu_(0) epsilon _(0))) , and z = (l) /( C R) . Here , l is the length of a wire , C is the capacitance , and R is a resistance. All other symbols have usual meanings. Then

Consider three quantities: x = (E)/( b) , y = (1)/(sqrt( mu_(0) epsilon _(0))) , and z = (l) /( C R) . Here , l is the length of a wire , C is the capacitance , and R is a resistance. All other symbols have usual meanings. Then

Consider three quantities x=E/B,y= 1/μ 0 ​ ε 0 ​ ​ and Z= CR l ​ . Here, l is the length of a wire, C is a capacitance and R is a resistance. All other symbols have standard meanings.

Dimensions of 1/(mu_0epsilon_0) , where symbols have their usual meanings are: