ke f(t) = where k is a fixed constant. (1+e*)2 (a) A sketch of the graph of f is given below. Showing all your working, find the coordinates of the turning point on the graph if k = 1500. (b) Find the general antiderivative F(t) of f(t), i.e. calculate f(t) dt with k= 1500.

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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ke
f(t) =
where k is a fixed constant.
(1+e*)2
(a) A sketch of the graph of f is given below.
Showing all your working, find the coordinates of the turning point on the graph if
k = 1500.
(b) Find the general antiderivative F(t) of f(t), i.e. calculate f(t) dt with k= 1500.
Transcribed Image Text:ke f(t) = where k is a fixed constant. (1+e*)2 (a) A sketch of the graph of f is given below. Showing all your working, find the coordinates of the turning point on the graph if k = 1500. (b) Find the general antiderivative F(t) of f(t), i.e. calculate f(t) dt with k= 1500.
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