It started out as a snowy week - it snowed for an entire day! Then it warmed up for a day, snowed for two days straight, and has been dry since. An equation that models the snowfall rate (in inchės/day) equation: cos(2t) 0stsr S() = Note: 3.92. A graph of the snowfall rate is shown below: S(1)

Advanced Engineering Mathematics
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ISBN:9780470458365
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Chapter2: Second-order Linear Odes
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d) if there was 6 inches of snow on the ground to begin, how much snow is there after 4 days?
It started out as a snowy week - it snowed for an entire day! Then it warmed up for a day, snowed for two days straight, and has been dry since. An equation that models the snowfall rate (in inches/day) for the first 5 days is given by the
equations
( cos(2t) 0<ts
S(t) =
3.92. A graph of the snowfall rate is shown below:
4.
Note:
S(1)
Transcribed Image Text:It started out as a snowy week - it snowed for an entire day! Then it warmed up for a day, snowed for two days straight, and has been dry since. An equation that models the snowfall rate (in inches/day) for the first 5 days is given by the equations ( cos(2t) 0<ts S(t) = 3.92. A graph of the snowfall rate is shown below: 4. Note: S(1)
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