Evaluate L 3e4t e2tSolutionGiven that L 3e4t e2t L3e4t
Evaluate L {3e^4t - e^2t}.
Solution
Given that
L{ 3e4t - e-2t } = L{3e4t} - L{e-2t}
= 3L{e4t} - L{e-2t}
= 3.(1/s-4) - 1/( s-(-2) ) [ Since , L{eat} = 1/(s-a) ]
L{ 3e4t - e-2t } = 3/(s - 4) - 1/(s + 2)
![Evaluate L {3e^4t - e^2t}.SolutionGiven that L{ 3e4t - e-2t } = L{3e4t} - L{e-2t} = 3L{e4t} - L{e-2t} = 3.(1/s-4) - 1/( s-(-2) ) [ Since , L{eat} = 1/(s-a) ] L Evaluate L {3e^4t - e^2t}.SolutionGiven that L{ 3e4t - e-2t } = L{3e4t} - L{e-2t} = 3L{e4t} - L{e-2t} = 3.(1/s-4) - 1/( s-(-2) ) [ Since , L{eat} = 1/(s-a) ] L](/WebImages/9/evaluate-l-3e4t-e2tsolutiongiven-that-l-3e4t-e2t-l3e4t-998391-1761514052-0.webp)