Math, asked by tammu883, 8 months ago

The day length in Juneau, Alaska, varies over time in a periodic way that can be modeled by a trigonometric function.
Assume the length of the year (which is the period of change) is exactly 365365365 days. The longest day of the year is June 212121, and it's 1096.51096.51096, point, 5 minutes long. The shortest day of the year is half a year later, and it's 382.5382.5382, point, 5 minutes long. Note that June 212121 is 171171171 days after January 111.
Find the formula of the trigonometric function that models the length LLL of the day ttt days after January 111. Define the function using radians.

Answers

Answered by simpalkumari4
2

Answer:

The day length in Juneau, Alaska, varies over time in a periodic way that can be modeled by a trigonometric function. Assume the length of the year (which is the period of change) is exactly 365365365 days. The longest day of the year is June 212121, and it's 1096.51096. 51096, point, 5 minutes long.

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