The probability expressed as a percentage of a particular occurrence can never be
(a) less than $100$
(b) less than $0$
(c) greater than $1$
(d) anything but a whole number

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Solution

The correct option is (B): less then $0$
We know that the probability expressed as a percentage always lies between $0$ and $100.$ So, it cannot be less than $0.$

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Range and Sum of Probabilities

Standard IX Mathematics

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The probability expressed as a percentage of a particular occurrence can never be (a) less than 100 (b) less than 0 (c) greater than 1 (d) anything but a whole number

The correct option is (B): less then 0We know that the probability expressed as a percentage always lies between 0 and 100. So, it cannot be less than 0.

The probability expressed as a percentage of a particular occurrence can never be
(a) less than $100$
(b) less than $0$
(c) greater than $1$
(d) anything but a whole number

The correct option is (B): less then $0$
We know that the probability expressed as a percentage always lies between $0$ and $100.$ So, it cannot be less than $0.$