Data on sunspots shows that the sunspot number waxes and wanes with a more or less regular solar cycle which repeats itself every 11 years. If there was a minimum in the sunspot number in 1744 of about 10 and a maximum of about 90 in 1750, use the model n(t) = a. sin( b t + c) + d with appropriate values of a, b, c and d to predict the sunspot number n during the years 1752 and 1758
Data on sunspots shows that the sunspot number waxes and wanes with a more or less regular solar cycle which repeats itself every 11 years. If there was a minimum in the sunspot number in 1744 of about 10 and a maximum of about 90 in 1750, use the model n(t) = a. sin( b t + c) + d with appropriate values of a, b, c and d to predict the sunspot number n during the years 1752 and 1758
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Data on sunspots shows that the sunspot number waxes and wanes with a more or less regular solar cycle which repeats itself every 11 years. If there was a minimum in the sunspot number in 1744 of about 10 and a maximum of about 90 in 1750, use the model
n(t) = a. sin( b t + c) + d
with appropriate values of a, b, c and d to predict the sunspot number n during the years 1752 and 1758
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