Question

16) In the first 7 overs of a cricket game, the run rate was only 4.2. What should
be the run rate in the remaining 43 overs to reach the target of 265runs?​

Answer 1

Step-by-step explanation:

7x4.2+43×r=265

29.5+43r=265

43r=265-29.5

r=235.5÷43

r=5.4

Answer 2

SOLUTION

GIVEN

In the first 7 overs of a cricket game, the run rate was only 4.2.

TO DETERMINE

The run rate in the remaining 43 overs to reach the target of 265 runs

EVALUATION

Here it is given that in a cricket game in the first 7 overs the run rate was only 4.2

So the total number of run scored in the first 7 overs

$= \sf{4.2 \times 7}$

$= \sf{29.4}$

Now the team has to reach the target of 265 runs

So the total runs to be scored in remaining 43 overs

$= \sf{265 - 29.4}$

$\sf{ = 235.6}$

Hence the required run rate to reach the target

$\displaystyle \sf{ = \frac{235.6}{43} }$

$= \sf{5.479}$

$= \sf{5.48} \: \: (approx)$

FINAL ANSWER

Hence the required run rate to reach the target = 5.48

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