So, L' (e^ F (4)) = f (t-a) ua (t) Now 2 [(5m) in en -e. it los (i) L uk [sint} 2k --(4-k)s - ille -> (t-(4-x) 2K -(4+55) 4+k{Sint} √x 3 ✓ + → (€-(4+1) 24 - - 4 {[su(t-Chri Sin (+-(4-1)} u -(4+k 2K 213. 4+k Was this solution helpful? 8

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.4: Values Of The Trigonometric Functions
Problem 23E
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I’m having trouble reading your writing. Is that a 4 or a y?
9:50
c)
So,
L' (e^ F (4)) = f (t_^) un(t)
Now
-1
L
J
2k
{(571)2 = - )})
-e.
--(4-k)s
(e-14
it la = (han))
2k
-L
(5²1
-(4+ks)
(6²
Yome { sint) +- (+-(4+-+) - =—=—= "4+++ {Sint}
4-k
2x
✓
+ → (+-(4+1)
#4 [sin (4-(4-1)) - 4 [soft-Con
2K 4-k
213
vx
Was this solution helpful?
8
Transcribed Image Text:9:50 c) So, L' (e^ F (4)) = f (t_^) un(t) Now -1 L J 2k {(571)2 = - )}) -e. --(4-k)s (e-14 it la = (han)) 2k -L (5²1 -(4+ks) (6² Yome { sint) +- (+-(4+-+) - =—=—= "4+++ {Sint} 4-k 2x ✓ + → (+-(4+1) #4 [sin (4-(4-1)) - 4 [soft-Con 2K 4-k 213 vx Was this solution helpful? 8
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