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GATE 2024 · session-1
Probability and StatisticsJoint ProbabilitymediumNAT2 marks
Two fair coins are tossed independently. Let \(X=1\) if both tosses are heads and \(X=0\) otherwise. Let \(Y=1\) if at least one toss is heads and \(Y=0\) otherwise. The covariance of \(X\) and \(Y\) is ______ (rounded off to three decimal places).
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