Question

the Average run rate of a player in 18 matches was 46.5 he scored 173 runs in the next two matches. what is his final average run rate​

Answer 1

Step-by-step explanation:

Given:-

the Average run rate of a player in 18 matches was 46.5 he scored 173 runs in the next two matches.

To find:-

what is his final average run rate?

Solution:-

The average run rate of a player in 18 matches = 46.5

Total run rate of the player in 18 matches

=46.5×18

=837

The score of the player in next two matches = 173

Total matches =18+2=20

Total score in all 20 matches =837+173=1010

Average in 20 matches

=Total score/Total matches

=>1010/20

=>101/2

=>50.5

Answer:-

The average score of the player = 50.5

Used formula:-

Average =Sum of all observations/Number of all observations

Answer 2

Answer:

Question

The Average run rate of a player in 18 matches was 46.5 he scored 173 runs in the next two matches. what is his final average run rate

Given

The Average run rate of a player in 18 matches was 46.5 he scored 173 runs in the next two matches.

Step-by-step explanation:

To find

What is his final average run rate = ?

Solⁿ

The average run rate of a player in 18 matches = 46.5

•°• The total run rate of the player in 18 matches

= 46.5 ×18

= 837

The score of the Player in next two matches = 173

Total matches = 18 + 2 = 20

Total score in 20 matches = 837 + 173 =1010

Average in 20 matches

$: \: = > \dfrac{total \: score}{total \: matches}$

$: \: = > \cancel\dfrac{1010}{20}$

$: \: = > \dfrac{101}{2}$

$: = > 50.5$

•°• 50.5 is the the average run rate