A certain data scientist is testing his predictor (essentially a tool given historical data and would make predictions using sai
d data) that would make predictions about Philadelphia’s temperatures. The predictor produces a correct temperature if the prediction falls within three standard deviations from the target value. Assume that the expected value of each prediction equals the target value.
What is the accuracy of the predictor if the distribution of measurements is uniform?
What is the accuracy of the predictor if the distribution of measurements is uniform?
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