The probability of the landing of the spinner on an even number or unshaded part is third to fifth.
The probability is given as the chance of odd that takes place for an event ranging between 0 and 1.
The number of sections in the given land is 5. The number of unshaded parts is 1, and the number of even numbers between 1-5 is 2 i.e. 2 and 4.
Therefore, the probability of landing of the spinner on an even number or the unshaded part is:
Probability = (total even number / number of sections) + (number of unshaded parts / number of sections)
Probability = 2/5 + (1/5)
Probability= 3/5
Thus, the probability of the landing of the spinner on an even number or unshaded part is third to fifth.
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