Figure`6.52` shows a balanced wheatstone net. Now, it is disturbed by changing `P` to `11 Omega`. Which of the following steps will not bring the bridge to balance again?

In the gives figure , a balanced Wheastone bridge is shown . Now it is distrubed by changing P to 15 Omega . Which of the following steps will not bring the bridge to balance again ?

In the gives figure , a balanced Wheastone bridge is shown . Now it is distrubed by changing P to 15 Omega . Which of the following steps will not bring the bridge to balance again ?

Figure below shows a balanced Wheat stone's network. If it is distributed by changing P to 22 Omega , then which of the following steps will bring the bridge to balance again ?

Figure 6.64 shows a balanced wheatstone bridge.

Figure 6.64 shows a balanced wheatstone bridge.

A balanced Wheatstone's network is shown in the figure. If the balance is disturbed by changing P to 15 Omega , then which one of the following steps will not bring the bridge to balance again ?

In a Wheatstone's network, the resistance in cycle order are P = 10Omega , Q = 5Omega , S = 4Omega and R = 4Omega then for the bridge to balance.

A word and number arrangement machine when given an input line of words and numbers rearranges them following a particular rule in each step. The following is an illustration of input and rearrangement. Input : go now 52 38 17 for again 65 Step I : 65 go now 52 38 17 for again Step II : 65 again go now 52 38 17 for Step III : 65 again 52 go now 38 17 for Step IV : 65 again 52 for go now 38 17 Step V : 65 again 52 for 38 go now 17 Step VI : 65 again 52 for 38 go 17 now Step VI is the last step of the rearrangement. As per the rules followed in the above steps, find out in each of the following questions the appropriate step for the given input. Input : show 51 36 new far 81 46 goal Which of the following steps will be the last but one ?

The figure below shows a wheatstone bridge with resistors P and Q having almost equal resistance. When R = 400 Omega , the bridge is in balanced condition. If on interchanging P and Q, the bridge is again balanced for R = 405 Omega , then the value of X is