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GATE 2022 Toppers Quiz 14
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Question 1
The mean value C of Cauchy’s theorem for the functions and in the interval [2, 3] is
Question 2
If A3×3 is any real matrix such that lAl = 24, trace of ‘A’ = 9 and one of the eigen values is ‘2’ then trace of Adj A = _____?
Question 3
The magnetic field intensity in a region is , the current density in A/m2 at a point (1, 2, 3) is
Question 4
Find the numbers a, b, c between 2 and 18 such that
I. their sum is 25,
II. the numbers 2, a, b are consecutive terms of an A.P. and
III. The numbers b, c, 18 are consecutive terms of a G.P.
Question 5
Consider an angle modulated signal with phase modulation as follows
Assume . Find the bandwidth (in kHz) when is doubled.
Question 6
An analog signal of bandwidth 20kHz is sampled at a rate of 40kHz, and quantized into 16 levels. The resultant digital signal is transmitted using M-ary PSK with raised cosine pulse(with α = 0.3). A channel with a 110 kHz bandwidth is available to transmit the data. Then find the smallest acceptable value of number of phase angles.
Question 7
Consider the two diode circuit shown in the figure below:
The diodes D1 and D2 can be modelled as a constant voltage source of 0.7 V, when forward biased. The value of current flowing through diode D1 is equal to ID1, then the value of current ID1 is equal to ______ mA
Question 8
If the transistors in Fig. have high values of β and a VBE of 0.65 Volts, the current I flowing through 2kΩ resistance is
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ESE & GATE ECGeneralDec 26ESE & GATE EC