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The simultaneous applications of signals x (t) and y (t) to the horizontal and vertical plates respectively, of an oscilloscope, produce a vertical figure of 8 displays. If P and Q are constants and x(t) = P sin (4t + 30), then y(t) is equal to _________(a) Q sin (4t -30)(b) Q sin (2t +15)(c) Q sin (8t +60)(d) Q sin (4t +30)The question was posed to me in an online quiz.The origin of the question is Advanced Miscellaneous Problems on Measurement of Resistance in chapter Measurement of Resistance of Electrical Measurements |
Answer» CORRECT answer is (b) Q sin (2t +15) EXPLANATION: \(\frac{f_y}{f_x} = \frac{x-peak}{y-peak}\) Here, x-peak = 1 and y-peak = 2 ∴ y(t) = Q sin (2t + 15). |
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