The runs scored by the top 11 players during a cricket tournament are given below :

Smith - 540 , Warner - 480 , DeVilliers - 615 , Gayle - 440 , Parera - 400

Rohit - 565 , Zaman - 600 , Guptill - 490 , Duplessis - 555 , Root - 595 and Kohli - 770

Find the average runs scored by the top Eleven.

555

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560

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550

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545

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Solution

The correct option is C
550

Mean = $\frac{S u m o f S c o r e s}{N o . o f p l a y e r s}$

= $\frac{540 + 480 + 615 + 440 + 400 + 565 + 600 + 490 + 555 + 595 + 770}{11}$

= $\frac{6050}{11}$

= 550

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The runs scored by the top 11 players in a cricket tournament are given as:

Smith - 540, Warner - 480, DeVilliers - 615, Gayle - 440, Parera - 400.

Rohit - 565, Zaman - 600, Guptill - 490, Duplessis - 555, Root - 595 and Kohli - 770.

Find the Mean and Median of the runs scored.

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The runs scored by the top 11 players during a cricket tournament are given below : Smith - 540 , Warner - 480 , DeVilliers - 615 , Gayle - 440 , Parera - 400 Rohit - 565 , Zaman - 600 , Guptill - 490 , Duplessis - 555 , Root - 595 and Kohli - 770 Find the average runs scored by the top Eleven.

The correct option is C 550 Mean = Sum of ScoresNo. of players = 540+480+615+440+400+565+600+490+555+595+77011 = 605011 = 550

The runs scored by the top 11 players during a cricket tournament are given below :

Smith - 540 , Warner - 480 , DeVilliers - 615 , Gayle - 440 , Parera - 400

Rohit - 565 , Zaman - 600 , Guptill - 490 , Duplessis - 555 , Root - 595 and Kohli - 770

Find the average runs scored by the top Eleven.

The correct option is C
550

Mean = $\frac{S u m o f S c o r e s}{N o . o f p l a y e r s}$

= $\frac{540 + 480 + 615 + 440 + 400 + 565 + 600 + 490 + 555 + 595 + 770}{11}$

= $\frac{6050}{11}$

= 550