FT [f'lt) = jwF(W) F(w) = jw f(w) => JA -T T tax + √(-_^) -jut e (-A) ²-just, AT Sim ² (WI) WT T A [ @jw+] + - + [ @ju]"] T T -jw -jw AT Sa ² WI ) √₂ шт 2 dt F(w) = How did he get the value inside the circle? It is possible to explain step by step, a clear line, complete the solution, and reach the final result

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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FT [f'lt) =
jwF(W)
F(w) =
jw f(w) =>
=
JA
-T
T
tax + √(-_^)
-jut
(-_^) - Just
AT Sim ² (WI)
WT
T
[e- jw+] = = = [ 6 jut ]]
-T
-jw
-jw
et
AT Sa ² WI ) Ve
шт
2
F(w) =
How did he get the value inside the circle?
It is possible to explain step by step,
a clear line, complete the solution,
and reach the final result
Transcribed Image Text:FT [f'lt) = jwF(W) F(w) = jw f(w) => = JA -T T tax + √(-_^) -jut (-_^) - Just AT Sim ² (WI) WT T [e- jw+] = = = [ 6 jut ]] -T -jw -jw et AT Sa ² WI ) Ve шт 2 F(w) = How did he get the value inside the circle? It is possible to explain step by step, a clear line, complete the solution, and reach the final result
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