Question

A cricket team won 60% of the total matches it played during the year. If it lost 24 matches in all and no matches were drawn, find the number of matches played during the year.

Answer 1

Answer:

Total matches played by the cricket team during the year(n)= 60

Step-by-step explanation:

Let Total matches played by the cricket team during the year = n

Number matches won = 60%

Number matches lost = (100-60)%

= 40%

Now,

According to the problem given,

40% of n = 24

=> 40% × n = 24

$\implies \frac{40}{100} \times n = 24$

$\implies n = 24 \times \frac{100}{40}$

After cancellation, we get

$\implies n = 60$

Therefore,

Total matches played by the cricket team during the year(n)

= 60

••••

Answer 2

Answer:

Total matches played by the cricket team during the year(n)= 60

Step-by-step explanation:

Let Total matches played by the cricket team during the year = n

Number matches won = 60%

Number matches lost = (100-60)%

= 40%

Now,

According to the problem given,

40% of n = 24

=> 40% × n = 24

After cancellation, we get

Therefore,

Total matches played by the cricket team during the year(n)

= 60

Hey! Hope I helped you out.