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Answer :
The median of the cans collected by the tuck shop will be 77.
What is median?
In statistics and probability theory, the median is the number that separates the upper and lower half of a population, a probability distribution, or a sample of data.
The middle score in the group is called the median. You follow these steps to determine the median:
Put the results in numerical order.
Subtract 2 from the final score.
If your total scores are odd, round them up to the next whole number to determine where the median falls. If your total scores are even, find the number that is in the middle and add it to the one that is higher up to get the median.
Total cans collected = 20
Dividing 20 by 2 we get 10, which is even.
To calculate the total of the two scores (76 + 78 = 154) add the score in the tenth position of the given data set to the number in the next position. Dividing 154 by 2, we get 77.
Therefore, 77 is the median in this instance.
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