The length of s steel rod exceeds that of a brass rod by 5 cm. If the difference in their lengths remains same at all temperature, then the length of brass rod will be: (`alpha` for iron and brass are `12xx10^(-6)//^(@)C` and `18xx10^(-6)//^(@)C`, respectively)

The length of steel rod exceeds that of a brass rod by 5 cm. If the difference in their lengths remains same at all temperature, then the length of brass rod will be: ( alpha for iron and brass are 12xx10^(-6)//^(@)C and 18xx10^(-6)//^(@)C , respectively)

The length of a steel rod exceeds that of a brass rod by 5cm. If the difference in their lengths remains same at all temperatures, then the length of brass rod will be : ( alpha for iron and brass are 12 xx 10^(-6)//°C and 18 xx 10^(-6)//°C respectively )

The difference in lengths of two metal rods A and B is 40 cm at all temperatures. Calculate the lengths of the two rods if alpha of A = 12xx10^(-6)//^@C and alpha of B= 18xx10^(-6)//^@C .

A rod A and a rod B of different materials differ in length by 5 cm at all temperatures . What are their lengths at 0^@C if the coefficients of linear expansion of A and B are 12 xx 10^(-6)//^@C and 18 xx 10^(-6)//^@C respectively ?

An iron rod and a copper rod lie side by side. As the temperature is changed, the difference in the lengths of the rods remains constant at a value of 10cm . Find the lengths at 0^(@)C . Coefficient of linear expansion of iron and copper are 1.1xx10^(-5)//^(@)C and 1.7xx10^(-5)//^(@)C respectively.

Consider a brass rod and a steel rod (80 cm longer than brass rod) at 0^(@)C . It is observed that on increasing temperatures of the two rods by same amount difference in lengths of the two rods does not change. Given that the thermal coefficient of linear expansion for steel and brass are 11xx10^(-6).^(@)C^(-1) and 19xx10^(-6).^(@)C^(-1) respectively. The sum of lengths of the two rods at 0^(@)C is

Consider a brass rod and a steel rod (80 cm longer than brass rod) at 0^(@)C . It is observed that on increasing temperatures of the two rods by same amount difference in lengths of the two rods does not change. Given that the thermal coefficient of linear expansion for steel and brass are 11xx10^(-6).^(@)C^(-1) and 19xx10^(-6).^(@)C^(-1) respectively. The sum of lengths of the two rods at 0^(@)C is

Is it possible to maintain a constant difference in the lengths of a brass rod and a steel rod, at all temperatures?

A rod brass and a rod of iron differ by 14 cm in length at all temperature .What are their length at 0°C?( alpha for iron = 11*10^-6 /°C and alpha for brass= 18*10^-6/°C )

The difference between the lengths of steel rod and a brass rod is 0.6 at all temperatures. What are their lengths at 0^@C ? (alpha_Steel = 12 xx 10^-6//^@C , (alpha_(brass)= 18 xx 10^-6//^@C )