3. Define the function F(x) = S“ sin () dt . For 0
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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#3 Please. Can you please provide elaborate steps. Thank you.
![RESET
nt2
3. Define the function F(x) =
S sin () dt . For 0<x< 2, determine: a)
The critical points, the maxima and the minima, justifying; b) The inflection
points, justifying.
4. For the function f(x) = x³: a) Write and simplify the Riemann sum Sn,
for a regular partition of the interval [1, 2] , with the sample points chosen
at the right end of the subintervals; b) The limit of Sy when N tends to
infinity. Must justify.
Cancel
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Transcribed Image Text:RESET
nt2
3. Define the function F(x) =
S sin () dt . For 0<x< 2, determine: a)
The critical points, the maxima and the minima, justifying; b) The inflection
points, justifying.
4. For the function f(x) = x³: a) Write and simplify the Riemann sum Sn,
for a regular partition of the interval [1, 2] , with the sample points chosen
at the right end of the subintervals; b) The limit of Sy when N tends to
infinity. Must justify.
Cancel
Done
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