The function f(t)-D1 if t<3, f(t)=sin t if 35 can be presented as: O f (t) = 1+u (t – 3) + sin t (u (t – 3) – u (t – 5)) + tu (t – 5) O f (t) = 1- u (t – 3) + sin t (u (t – 3) – u (t – 5)) + tu (t – 5) O f (t) = -u (t - 3) + sin t · (u (t - 3) – u (t – 5)) + tu (t – 5) O f(t) = u (t – 3) + sint (u (t – 3) – u (t – 5)) + tu (t – 5) - IL O None of the above

The function f(t)-D1 if t<3, f(t)=sin t if 35 can be presented as: O f (t) = 1+u (t – 3) + sin t (u (t – 3) – u (t – 5)) + tu (t – 5) O f (t) = 1- u (t – 3) + sin t (u (t – 3) – u (t – 5)) + tu (t – 5) O f (t) = -u (t - 3) + sin t · (u (t - 3) – u (t – 5)) + tu (t – 5) O f(t) = u (t – 3) + sint (u (t – 3) – u (t – 5)) + tu (t – 5) - IL O None of the above

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Description: I need some help in how to solve this problem. Thanks in advanced The function f(t)-1 if t<3, f(t)=sin t if 35 can be presented as:O f (t) = 1+u (t – 3) + sin t (u (t – 3) – u (t – 5)) + tu (t – 5)O f (t) = 1- u (t – 3) + sin t · (u (t – 3) – u (t –

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter6: The Trigonometric Functions

Section6.6: Additional Trigonometric Graphs

Problem 77E

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