Asked by frustrated
                My homework question is to find the Laplace transform of the function f(t)=e^(10-2t)*step(t-5).
I am not sure how to handle the e^(10-2t) portion of the equation.
Thanks in advance.
            
        I am not sure how to handle the e^(10-2t) portion of the equation.
Thanks in advance.
Answers
                    Answered by
            Anonymous
            
    e^(10-2t)= e^10 * e^-2 t
so
e^10 times transform of e^-2t u(t-5)
    
so
e^10 times transform of e^-2t u(t-5)
                    Answered by
            Damon
            
    then to continue
given f(t) = e^at g(t)
then
F(s) = (1/a) G(s/a)
    
given f(t) = e^at g(t)
then
F(s) = (1/a) G(s/a)
                    Answered by
            frustrated
            
    so....
e^10 (e^-2t) (1/s+5)?
    
e^10 (e^-2t) (1/s+5)?
                    Answered by
            frustrated
            
    or is it:
(e^10)(e^-2t)((e^-5t)/s) = (e^(10-7t))/s?
    
(e^10)(e^-2t)((e^-5t)/s) = (e^(10-7t))/s?
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