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Can someone please help me understand the correct steps in solving the following question from Number Theory? Its regarding Modular Arithmetics: The Gregorian Calendar . Please be legible. Thank you!


17. The true length of the solar year (how long it takes Earth to orbit the Sun) is approximately 365.2424 days a. Find the a
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3053 366365 25 don (b) In 촤00 녕eaus, no. of days in guaenuon calendn 36525 days x 4 400 365 2 4 25 x4 Solar deacu and no of dI don't know whether there is a typo or not in the question...If it was 400 years, then the avg length will be 365.2425 days...and that's what Gregorian calender follows now...

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