MECH 262 Study Guide - Final Guide: Ramp Function, Even And Odd Functions
23 May 2016
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O = 2 f f(t) = 100t f(t) = 100t 2. 0 3183 ao is the average over the period, eq. O = 2 f f(t) = 50t f(t) = 50t 2. 0 f t sin)( tdt n o b. 1831 ao is the average over the period,eq. Without actually evaluating the values for ao, a1, and a2, we could have found that they were each equal to zero since f(t) is an odd function. This can be accomplished by adding the function from t = -0. 1 to t = 0 having the form 20t + 200t2. 0. 1 second interval but will be incorrect outside that interval. If the function is made into an odd function, i. e. v(t) = -v(-t), then it can be represented with sine functions only. This can be accomplished by adding the function from t = -0. 2 to t = 0 having the form 20t + 100t2.
