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Consider the following rules in Fortran A signed or unsigned real variable name or a real constant is a real expression.Two real expressions connected by an arithmetic operator is a real expression.A

Consider the following in C An arithmetic operation between integer and an integer gives integer as the result.An arithmetic operation between a real and a real constant gives real constant as the res

Assertion (A): If Z1(s) and Z2(s) are positive real then Z1(s) + Z2(s) as well as 1/Z1(s) and 1/Z2(s) are positive real.Reason (R): The poles of a positive real function are real or occur in conjugate

Consider the following statements about root locus The root locus is symmetrical about real axis.If a root locus branch moves along the real axis from an open loop pole to zero or to infinity, this ro

If Z(s) is positive real, then where k has only positive real values is also positive real. This hypothesis was first given by

Assertion (A): The part of root locus on the real axis is not dependent on the poles and zeros which are not on the real axis.Reason (R): Poles and zeros which are not on the real axis occur in conjug

Match the following: List I List II A.Poles and zeros of lie an real axis driving point LC network1.lie an real axisB.Canonic LC network has2.a zeroC.The number of Canonic networks for the given drivi

Let g(x) be a function such that g(x 1) g(x–1) = g(x) forevery real x. Then for what value of p is the relation g(x p) = g(x)necessarily true for every real x

Consider the following statements about root locus The intersection of root locus branches with the imaginary axis can be determined by the use of Routh criterionSegments of real axis having an odd nu

The number of real roots of the equation [A2/x B2/x-1 = 1] where A and B are real numbers not equal to zero simultaneously is