A robot uses a special phase difference-based laser sensor to determine the distance from obstacles in his way. This sensor continuously outputs the distance but due to a glitch in the sensor electronics, it randomly returns an incorrect value at an average rate of 3 times per second. What is the likelihood that the sensor does not return any incorrect value within the first minute of operation?
The probability of the sensor returning any incorrect value in a second "=\\frac{3}{60}"
The probability of the sensor returning any correct value in a second "=\\frac{57}{60}"
The likelihood that the sensor does not return any incorrect value within the first minute of operation
"=\\frac{57}{60}=\\frac{19}{20}"
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