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Hello, welcome to problem 16 of chapter 6, section 3.
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Here are us to find the inverse loplas transform of the given function, f of s, which is shown on the screen.
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And to do this, i'm going to use the four -step method that incorporates the heaviside function, because we do have an e -to -the -minus 2 -s.
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And this four -step approach is to first find g of s, just f -of -s without the e -term.
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2 is to find g of t, third is to find g of t minus c, and fourth is to just find the answer from that.
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All right, so let's start off with g of s.
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And g of s, when we write our famous equation, it's u sub c times, let's do, g of t minus c is the inverse laplace transform.
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G of s, e to the minus c .s...
