Three resistors, each of `2 Omega`, are connected together so that their total resistance is `3 Omega`. Draw a diagram to show this arrangement and check it by calculation.

Three resistors of 6 Omega, 3 Omega and 2 Omega are connected together so that the total resistance is greater than 6 Omega but less than 8 Omega . Draw a diagram to show this arrangement and calculate its total resistance.

Three resistors of 6 Omega , 3 Omega and 2 Omega are connected together so that the total resistance is greater than 6 Omega , but less than 8 Omega . Draw a diagram to show this arrangement and calculate its total resistance.

Three resistors each of 4 Omega are connected together to form a network. The equivalent resistance of the network cannot be

How will you connect three resistors of 2Omega, 3Omega and 5Omega respectively so as to obtain a resultant resistance of 2.5 Omega ? Draw the diagram to show the arrangement.

10 resistors of 2 Omega each are connected in parellel. Calculate the effective resistance.

You have three resistors of values 2Omega,3Omegaand5Omega . How will you join them so that the total resistance is more than 7Omega ? Draw a diagram for the arrangement.