Consider the following three functions: f(t) = sin((t-2)), g(t) = ㅠ sin ·(t — 4)), 31 ) = sin((t+1)). h(t) = Use congruence properties to find a positive value for t for which all three functions are simultaneously equal to 0. Explain your reasoning carefully and show all of your computations.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Consider the following three functions:
f(t) = sin(
¹ ( 77 (t− 2)),
17
ㅠ
g(t) = sin ( 77 (t - 4)),
h(t) = sin ¹ ( 77 (t + 1)).
3
Use congruence properties to find a positive value for t for which all three functions are simultaneously
equal to 0. Explain your reasoning carefully and show all of your computations.
Transcribed Image Text:Consider the following three functions: f(t) = sin( ¹ ( 77 (t− 2)), 17 ㅠ g(t) = sin ( 77 (t - 4)), h(t) = sin ¹ ( 77 (t + 1)). 3 Use congruence properties to find a positive value for t for which all three functions are simultaneously equal to 0. Explain your reasoning carefully and show all of your computations.
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