Question

In a 20-20 cricket match, a team scores the following runs in the first 8 overs.
8, 5, 12, 10, 2, 18, 11, 6
(a) What is the current run rate of the team?
(Hint: Run rate is the average run that a team scores in 1 over.)
(b) With this run rate, how many runs can the team score in the match?​

Answer 1

Answer:

a 75%,25% b 20% ,30%,50% c,20% 80%

Step-by-step explanation:

1) 3 : 1

% of first part =  

1+3

3

​  

×100=75%

% of second part =  

1+3

1

​  

×=25%

(b) 2 : 3 : 5

% of first part =  

2+3+5

2

​  

×=20%

% of second part=  

2+3+5

3

​  

×100=30%

% of third part =  

2+3+5

5

​  

×100=50%

(C) 1 : 4

% of first part =  

1+9

1

​  

×100=20%

% of second part =  

1+9

4

×100=80%

Answer 2

a)Current run rate = 9,

b)Total runs able to score with thos run rate = 180

Given:

Scores of the first 8 overs = 8 ,5,12,10,2 18,11,6.

To Find:

a) Current run rate of the team.

b) Total runs the team can score with this run rate.

Solution:

First, add the scores of the first 8 overs = 8+5+12+10+2+18+11+6

                                                    = 72

So current run rate = 72/8

                         = 9

Average run rate = 9×20

                      = 180

So the average run rate is 9 and the average score is 180.

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