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In the month of march
15^("th ") March fell on Wednesday. What could be the sum of all dates which fell on Friday in that same/month?

75
80
85
None of these

In the month of march $15^{\text {th }}$ March fell on Wednesday. What could be the sum of all dates which fell on Friday in that same/month? $\newline$ $1$ ) $75$ $\newline$ $2$ ) $80$ $\newline$ $3$ ) $85$ $\newline$ $4$ ) None of these

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Estimate products of mixed numbers

Full solution

Q. In the month of march

15^{\text {th }}

March fell on Wednesday. What could be the sum of all dates which fell on Friday in that same/month?

\newline

1

)

75

\newline

2

)

80

\newline

3

)

85

\newline

4

) None of these

Determine Friday after March $15$ th: Since March $15$ th was a Wednesday, March $17$ th would be a Friday.
Identify Fridays in March: Fridays in March after the $17^{th}$ would be on the $24^{th}$ and $31^{st}$ .
Calculate Sum of Fridays: Now, add up all the Fridays: $17 + 24 + 31$ .
Add Up All Fridays: $17 + 24 = 41$ , then add $31$ to get $41 + 31 = 72$ .

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