in a cricket match. a team has to score 5.25 run rate in 20 over to win the match. The run rate at the end of 13 over is 5.1 . What should be the least run to be maintained in the remaining over to win the match
solve the problems
Answers
Explanation:
Run Rate:
Run Rate is the average number of runs a batting side scores per over
{Answer:}Answer:
Given:
We have been given that in a T20 match a team is having run rate as 5.25 in first 8 overs
Target to be reached is 177 runs
To Find:
We have to the run rate required in next 12 overs in order to win the match
Solution:
We have been given that:
Overs Thrown = 8 overs
Run rate at that moment = 5.25
\begin{gathered}\\\end{gathered}
Using Specified Formula
\boxed{\sf{\green{Run \: Rate = \{Runs \: scored}{Total \: overs}}}}
Run
Substituting the values
\implies \sf{5.25 = \dfrac{Runs \: scored}{8}}⟹5.25=
8
Runsscored
\implies \sf{Runs \: scored = 5.25 \times 8 }⟹Runsscored=5.25×8
\implies \sf{Runs \: scored = 42}⟹Runsscored=42
\begin{gathered}\\\end{gathered}
After 8 over , runs scored by team is 42
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\sf{Runs \: remaining = Total - scored }Runsremaining=Total−scored
\sf{Runs \: remaining = 177 - 42 }Runsremaining=177−42
\boxed{\sf{Runs \: remaining = 135 }}
Runsremaining=135
\boxed{\sf{Remaining \: overs = 12 }}
Remainingovers=12
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\underline{\large\mathfrak\orange{Required \: Run \: Rate \: is \: as \: Follows}}
RequiredRunRateisasFollows
\implies \boxed{\sf{\green{Required \: Rate = \dfrac{Runs \: remaining}{Remaining \: overs}}}}⟹
RequiredRate=
Remainingovers
Runsremaining
Substituting the Values
\implies \sf{Required \: Rate = \dfrac{135}{12}}⟹RequiredRate=
12
135
\implies \sf{11.25}⟹11.25
Hence Required Run rate is 11.25
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\huge\underline{\sf{\red{A}\orange{n}\green{s}\pink{w}\blue{e}\purple{r}}}
Answer
\large\boxed{\sf{\purple{Required \: Run \: Rate = 11.25}}}
RequiredRunRate=11.25
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