Question

In a test match, average of five players are 84
runs. If runs scored by four players are 122, 62,
79 and 24 respectively, then find out the runs
scored by fifth player.​

Answer 1

Answer:

Let the fifth players score be x

$\frac{122 + 62 + 79 + 24 + x}{5} = 84$

$287 + x = 420$

$x = 133$

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Answer 2

Answer: The runs scored by fifth player is 133 in a test match where average of five players are 84 runs and runs scored by four players are 122, 62, 79 and 24 respectively,

Explanation:

Average score of five players = 84

It is given that runs scored by four players are 122, 62,79 and 24 respectively

In plain English, an average is a single number chosen to represent a group of numbers; it is often the sum of the numbers divided by the number of numbers in the group.

Average run of five players =  84

⇒$\frac{122+62+79+24+x}{5} = 84$
⇒$\frac{287+x}{5} = 84$
⇒$287+ x = 84$× $5$
⇒$287 + x = 420$
⇒$x = 420 - 287$
⇒$x= 133$

Hence, the score made by fifth player is 133.



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