For each matrix, let row 1 correspond to loop 1, row 2 correspond and negative values for negative voltages. Write a matrix equation that determines the loop currents. 23 V 35 2 30 V 332 20 V 19 V 10 V

The principle operation of LVDT is based on the variation of Select one a. Self inductance b. Reluctance c. Mutual inductance d. Permanence

What is difference in loop and mesh?

Two cities A and B are connected by a 200km long train line. A train leaves A for B at 20 km / h at the same time as another train leaves B for A at 5 km / h. In the samemoment a fly leaves from A to B following the train line. The fly flies at 40 km / h until it collides with train B. At that moment it returns instantly and follows the train line until it collides with train A. At that moment it returns instantly and follows the line of the train. train until it collides with train B. The fly continues this process, traveling ever smaller distances until the two trains meet. (It is an ideal problem and the fly does not get squashed by the trains).What is the total distance traveled by the fly?

There is 50 mA of current through a coil with 250 turns. The flux is 150 µWb. What is the mmf? What is the reluctance of the circuit?     A. Fm = 1.25 At   -   R=4.3x10-3 At/Wb   B. Fm = 2.25 At   -   R=8.3x10-3 At/Wb   C. Fm = 1.25 At   -   R=8.3x10-3 At/Wb   D. Fm = 1.25 At   -   R=8.3x10-2 At/Wb

There will be 9 nodes and i need to box or highlight them! Thank you

X= 0 Y = 6 Can you please help me with parts 1,2 and 3 of this question

Multiply with the least common factor to remove any fractions. 12/0° V E2 Iy 1Ω j2 Ω m 1Ω 490° V E1 KVL @ loop A: K11Vx + Z12lx + Z13ly = Source1 KVL @ loop B: K21Vx+Z22lx + Z23ly = Source₂ KVL @ loop C: K31Vx + Z32lx + Z33ly = Source3 www -j4Ω j2 Ω m -j2Ω Μ ΤΩ www 41,

4. What does the slope represent in V & I relationship? 5. Why should the graphic be a straight line in step (1)?

The wires here have zero resistance. Thus, for currents that travel along a wire that has no circuitelement, you can safely omit it and simplify the circuit. After, you can use the Kirchhoff's rules.