Two wires of equal length and cross-section area suspended as shown in figure. Their Young's modulus are `Y_(1)` and `Y_(2)` respectively. The equavalent Young's modulus will be

Two wires of equal length and cross-sectional area are suspended as shown in figure. Their Young's modullare Y_1 and Y_2 respectively. The equivalent Young's modulil will bebr>

Two wires of equal length and equal cross sectional area are suspended as shown in the figure their young modulii are y_(1) and y_(2) respectively the equaivalent young 's modulus is

Two wires of equal length and cross sectional area suspended as shown in Their Young's modulii are Y_1 = 2xx10^(11) Pa and Y_2 = 0.90 xx 10^(11) Pa respectively. What will be the equivalent Young's modulus of combination?

Two wires of equal length and cross sectional area suspended as shown in Their Young's modulii are Y_1 = 2xx10^(11) Pa and Y_2 = 0.90 xx 10^(11) Pa respectively. What will be the equivalent Young's modulus of combination?

Two wires of equal length and cross sectional area suspended as shown in Their Young's modulii are Y_1 = 2xx10^(11) Pa and Y_2 = 0.90 xx 10^(11) Pa respectively. What will be the equivalent Young's modulus of combination?

A horizontal rod suspended from two wires of same length and cross - section. Their Young's modulus are Y_(1) and Y_(2) respectively. The equivalent Young's modulus will be

Two wires have identical lengths and areas of cross-section are suspended by mass M . Their Young's modulus are in the ratio 2:5 .

Two wires have identical lengths and areas of cross-section are suspended by mass M . Their Young's modulus are in the ratio 2:5 .