Question

probability to get 5 monday in june month in a non leap year

Answer 1

Answer:

Step-by-step explanation:

There will be 30 days in the month of june. so 7 full weeks and 2 days

Out of 7 there are 2 chances of monday as the two days can be sunday-monday or monday-tuesday

So probability = 2/7

Answer 2

Probability

Number of days in the month of June $= 30 \ days$

Number of days in the month of June even in non-leap year$=30 \ days$.

There are four complete weeks in June.

Apart from these 4 weeks we have 2 extra days in this month.

Since, June must have 4 Mondays.

Two extra days can be any of the following days,

Monday -Tuesday

Tuesday -Wednesday

Wednesday- Thursday

Thursday - Friday

Friday - Saturday

Saturday - Sunday

Sunday - Monday

Total cases possible for extra 2 days $=7$

Number of cases having Monday $=2$

The probability of 5 Mondays in the month of June $=\frac{2}{7}$ .

Hence the required probability is $2/7$.