First, let's calculate the total runs scored in the first 12 overs.

Run rate = Total runs/Total overs
So, Total runs = Run rate * Total overs
= 4 runs/over * 12 overs
= 48 runs

The target is 250 runs, so the remaining runs needed is 250 - 48 = 202 runs.

The remaining overs are 30, so the required run rate would be:

Required run rate = Remaining runs / Remaining overs
= 202 runs / 30 overs
= 6.73 runs/over

So, the required run rate to reach the target of 250 runs in the remaining 30 overs is approximately 6.7 runs per over. Therefore, the answer is B6.7.

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First, let's calculate the total runs scored in the first 12 overs.

Run rate = Total runs/Total overs
So, Total runs = Run rate * Total overs
= 4 runs/over * 12 overs
= 48 runs

The target is 250 runs, so the remaining runs needed is 250 - 48 = 202 runs.

The remaining overs are 30, so the required run rate would be:

Required run rate = Remaining runs / Remaining overs
= 202 runs / 30 overs
= 6.73 runs/over

So, the required run rate to reach the target of 250 runs in the remaining 30 overs is approximately 6.7 runs per over. Therefore, the answer is B6.7.

Knowee AI · Accepted Answer

First, let's calculate the total runs scored in the first 12 overs.

Run rate = Total runs/Total overs
So, Total runs = Run rate * Total overs
= 4 runs/over * 12 overs
= 48 runs

The target is 250 runs, so the remaining runs needed is 250 - 48 = 202 runs.

The remaining overs are 30, so the required run rate would be:

Required run rate = Remaining runs / Remaining overs
= 202 runs / 30 overs
= 6.73 runs/over

So, the required run rate to reach the target of 250 runs in the remaining 30 overs is approximately 6.7 runs per over. Therefore, the answer is B6.7.

In the first 12 overs of a cricket game, the run rate was only 4. What should be the run rate in the remaining 30 overs to reach the target of 250 runs?A4.25B6.7C5.3D7.1

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