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Determine the function f(t) whose graph is as follows, where u(t) is the unit step function Caka Heaviside function): 1 4 6. o ft) 3 (3 — t)u(t — 2) + 2t(u(t — 2) — и(t — 3)) + Зи (t — 3) o ft) 3D —t(1 — u(t — 2)) + 2tu(t — 3) + Зи(t — 3) o ft) — -t(1 — иu(t — 2)) + 2t (u(t - 2) — и(t — 3)) + 3 o ft) — (3 — t)(1- u(t — 2)) + (2t — 3) (u(t — 2) — и(t - 3)) + Зи(t — 3) o ft) 3 (3 — t)(1— u(t — 2)) + (2t — 3) u (t — 3) + Зи(t — 3) | | | |

Determine the function f(t) whose graph is as follows, where u(t) is the unit step function Caka Heaviside function): 1 4 6. o ft) 3 (3 — t)u(t — 2) + 2t(u(t — 2) — и(t — 3)) + Зи (t — 3) o ft) 3D —t(1 — u(t — 2)) + 2tu(t — 3) + Зи(t — 3) o ft) — -t(1 — иu(t — 2)) + 2t (u(t - 2) — и(t — 3)) + 3 o ft) — (3 — t)(1- u(t — 2)) + (2t — 3) (u(t — 2) — и(t - 3)) + Зи(t — 3) o ft) 3 (3 — t)(1— u(t — 2)) + (2t — 3) u (t — 3) + Зи(t — 3) | | | |

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.5: Graphs Of Functions
Problem 52E
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Determine the function f (t) whose graph is as follows, where u(t) is the unit step function (aka Heaviside function): 4 3 2 1 1 3 4 5 o ft) — (3 — t)u(t — 2) + 2t(u(t — 2) — и(t — 3)) + Зи(t — 3) - oft) — —t(1 — и(t — 2)) + 2tu(t - 3) + Зи(t - 3) o ft) — —t(1 — и(t — 2)) + 2t(u(t — 2) — и(t — 3)) + 3 o f) — (3 — t)(1 — u(t — 2)) + (2t — 3)(u(t — 2) — и(t - 3)) + Зи(t — 3) o ft) — (3 — t)(1 — и(t — 2)) + (2t — 3)u(t — 3) + Зи(t — 3) - -
Transcribed Image Text:Determine the function f (t) whose graph is as follows, where u(t) is the unit step function (aka Heaviside function): 4 3 2 1 1 3 4 5 o ft) — (3 — t)u(t — 2) + 2t(u(t — 2) — и(t — 3)) + Зи(t — 3) - oft) — —t(1 — и(t — 2)) + 2tu(t - 3) + Зи(t - 3) o ft) — —t(1 — и(t — 2)) + 2t(u(t — 2) — и(t — 3)) + 3 o f) — (3 — t)(1 — u(t — 2)) + (2t — 3)(u(t — 2) — и(t - 3)) + Зи(t — 3) o ft) — (3 — t)(1 — и(t — 2)) + (2t — 3)u(t — 3) + Зи(t — 3) - -
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