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In a leap year that began on a Tuesday, the third Saturday of March would fall on
Question

In a leap year that began on a Tuesday, the third Saturday of March would fall on

A.

March 14

B.

March 15

C.

March 16

D.

March 21

Correct option is B

Solution:

Step 1: Starting Day of the Year

  • A leap year starts on a Tuesday.
  • January 1 is a Tuesday.

Step 2: Days in January and February

  • January has 31 days.
    • January 1 is a Tuesday.
    • January 31 will then be a Thursday (because 31 days mean the 31st is 3 days ahead of Tuesday).
  • February has 29 days in a leap year.
    • Since January 31 is Thursday, February 1 will be a Friday.
    • February 29 will fall on a Friday.

Step 3: Day of March 1

  • Since February 29 is a Friday, March 1 will be a Saturday.

Step 4: Finding the Third Saturday in March

  • March 1 is a Saturday.
    • The first Saturday in March will be March 1.
    • The second Saturday in March will be March 8.
    • The third Saturday in March will be March 15.

Final Answer:

The third Saturday of March falls on March 15, so the correct answer is:

(b) March 15.

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