The actual solutions to the initialvalue problems in Exercise 2 are given here. Compute the actual error
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a. y(t) = ln(et + e − 1)
b. y(t) = √(t2 + 2t + 6) − 1
c. y(t) =(t − 2 +√2ee−t/2)2
d. y(t) = (4 + cos 2 − cos 2t)/2t2
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