Find the equation for a sine function with: 32 • Amplitude = 3 • Period = • Phase shift = (-) n • Vertical displacement = 9 units up Oy= 꽃 sin [(x + ↓x)] +9 32 3 12 글찌] Oy=- sin [(x + 찌] +9 32 3 12 5 E (x+ 7) +9 II Oy =D sin [(x+ 늘끼] -9 32 3. Oy= sin |-꽃(x + 찌)] +9 32 3 12 51

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Find the equation for a sine function with:
32
• Amplitude
5
• Period
• Phase shift (-) T
• Vertical displacement = 9 units up
Oy =D sin [(x+ 찌)] +9
32
3
Oy3D-꽃 sin [무(x+ 1x)| +9
3
Oy=D 꽃 sin [(x + 1x)]-9
32
3
5
Oy =D sin -꽃 (x+ 찌 +9
32
12
5
3
Transcribed Image Text:Find the equation for a sine function with: 32 • Amplitude 5 • Period • Phase shift (-) T • Vertical displacement = 9 units up Oy =D sin [(x+ 찌)] +9 32 3 Oy3D-꽃 sin [무(x+ 1x)| +9 3 Oy=D 꽃 sin [(x + 1x)]-9 32 3 5 Oy =D sin -꽃 (x+ 찌 +9 32 12 5 3
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