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Consider the following statements: (a) Tellegen’s theorem is applicable to any lumped networks (b) The reciprocity theorem is applicable to linear bilateral networks (c) Thevenin’s theorem is applicable to two - terminal linear active networks (d) Norton’s theorem is applicable to two - terminal linear active networks Which of the above statements are correct?
Which of the following deflections are directly obtained by Mohr’s second area theorem?
Which of the following equation is used to compute deflections of unilinear method?
Match List I with List-II and select the correct answer using the code given below the lists:   List I   List II A.  Superposition   theorem 1.  Impedance matching in audio   circuits B.  Thevenin's   theorem 2.  Linear bilateral networks C.  Kirchhoff's   voltage and  current laws 3.  Large network in which   currents in few elements to be   determined D.  Maximum power   transfer theorem 4.  Currents and voltage in all   branches of a network
Which type of deflections is solved by Mohr’s theorem?
A container of 425 liters was filled with chemicals through two pipes. The first pipe was kept open for 5 hours more than the second pipe. If the first pipe remains open for as long as the second pipe remains open, and the second pipe remains open for as long as the first pipe remains open, then the quantity of chemical filled by the first pipe was half the quantity of chemical filled by the second pipe. If both the pipes are opened simultaneously, the tank will be filled in 17 hours. For how long was the second pipe open?
Gauss divergence theorem is used to convert a surface integral to volume integral. This is used in Reynolds Transport theorem. What is the purpose of this conversion?
Consider product of three matrices M1, M2 and M3 having w rows and x columns, x rows and y columns, and y rows and z columns. Under what condition will it take less time to compute the product as (M1M2)M3 than to compute M1 (M2M3)?
Which is the correct order of the following steps to be done in one of the algorithm of divide and conquer method? i) Store the signal column wise ii) Compute the M-point DFT of each row iii) Multiply the resulting array by the phase factors WNlq. iv) Compute the L-point DFT of each column. v) Read the result array row wise.
Compute divergence theorem for D= 5r2/4 i in spherical coordinates between r=1 and r=2.