Question

plz solutions this ??​

Answer 1

the total runs

=282-32/40

=250/40

=6.25

so the run rate of next 40 is 6.25

Answer 2

Question:

In the first 10 overs of a cricket game, the run rate was only 3.2. What should be the run rate in the remaining 40 overs to reach the target of 282 runs?

Answer:

The run rate should be 6.25 runs/over to reach the required target.

Option B) 6.25 runs/over

Step-by-step-explanation:

We have given that,

• Overs played = 10
• Run rate = 3.2

We have to find the required run rate to reach target of 282 runs in remaining 40 overs.

Now, we know that,

$\displaystyle{\boxed{\pink{\sf\:Run\:rate\:=\:\dfrac{Runs\:scored}{No.\:of\:overs\:played}}}}$

$\displaystyle{\implies\sf\:3.2\:=\:\dfrac{Runs\:scored}{10}}$

$\displaystyle{\implies\sf\:Runs\:scored\:=\:3.2\:\times\:10}$

$\displaystyle{\implies\:\boxed{\blue{\sf\:Runs\:scored\:=\:32\:}}}$

Now,

Remaining overs = 40

Required runs to score = Target runs to score - Runs scored

⇒ Required runs to score = 282 - 32

⇒ Required runs to score = 250

Now,

$\displaystyle{\sf\:Required\:run\:rate\:=\:\dfrac{Required\:runs\:to\:score}{No.\:of\:remaining\:overs}}$

$\displaystyle{\implies\sf\:Required\:run\:rate\:=\:\dfrac{25\:\cancel{0}}{4\:\cancel{0}}}$

$\displaystyle{\implies\sf\:Required\:run\:rate\:=\:\cancel{\dfrac{25}{4}}}$

$\displaystyle{\implies\sf\:Required\:run\:rate\:=\:\cancel{\dfrac{12.5}{2}}}$

$\displaystyle{\implies\:\underline{\boxed{\red{\sf\:Required\:run\:rate\:=\:6.25\:runs/over\:}}}}$

∴ The run rate should be 6.25 runs/over to reach the required target.