f this year is a leap year and February 22nd falls on a Wednesday, which of the following dates falls on a Friday?

To determine which date falls on a Friday, we can analyze the calendar:

1. Identify the given conditions:

   • This year is a leap year.
   • February 22nd is a Wednesday.

2. Determine the day of the week for subsequent dates:

   • February 22nd (Wednesday)
   • February 23rd (Thursday)
   • February 24th (Friday)
   • February 25th (Saturday)
   • February 26th (Sunday)
   • February 27th (Monday)
   • February 28th (Tuesday)
   • February 29th (Wednesday, since it's a leap year)
   • March 1st (Thursday)
   • March 2nd (Friday)

3. Continue identifying dates in this pattern:

   • For each subsequent week, after identifying the day of the week for the last date of February, continue counting up to discover each Friday.

Based on the steps above, the dates that fall on a Friday include:

• February 24
• March 2
• March 9
• March 16
• and so on.

To summarize, if February 22 is a Wednesday, the immediate next Friday is February 24, and the following Fridays can be calculated by adding 7 days repeatedly to February 24.