Question

1. Find the value of $i_2(t)$ using steady state analysis. $42 \cos 4t$

          1. Find the value of $i_2(t)$ using steady state analysis.
$42 \cos 4t$
        
1. Find the value of i2(t) using steady state analysis.
42 cos 4t

Added by Patty H.

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University Physics with Modern Physics
University Physics with Modern Physics
Hugh D. Young 14th Edition
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Find the value of "it" using steady state analysis. 1/2A T(t) 2 42cos(4t) 2H
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Transcript

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00:01 In order to solve for t in this equation, notice that we have a term that has just t and a term that has t squared.
00:10 So that tells us we'll actually need to use the quadratic formula.
00:18 And the quadratic formula says that if you have an equation in this form, a, t squared, plus b, t, plus c, equal to zero, then the answers, the solutions for t are given by negative b plus or minus the square root of b squared minus 4 a c all divided by two times a so that's what we will do with our equation we first need to get this into that form though this form right here notice how it's a little bit out of order so let's put that in order and put the negative 0 .7t squared first plus 2t plus 98 is equal to 0.
01:06 And now this will be the a, the 2 will be the b, and the 98 will be the c.
01:12 And we'll put that into the formula here...
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