QUESTION 3 After we apply the Laplace transform to the equation y"+2y'+2y=e²2, given the initial conditions y(0) = 0, y'(0) = 1, we obtain the following 1 O O L {y}=- + S-2 L {y}= L {y}= L {y} = 1 S-2 1 s+1 1 10 s-2 + -1 2 + -s+ 5 s²+2s+2 5 -s+2 s²-25+2 S s²+2s+2 10 -S- 2 5 s²+25+2
QUESTION 3 After we apply the Laplace transform to the equation y"+2y'+2y=e²2, given the initial conditions y(0) = 0, y'(0) = 1, we obtain the following 1 O O L {y}=- + S-2 L {y}= L {y}= L {y} = 1 S-2 1 s+1 1 10 s-2 + -1 2 + -s+ 5 s²+2s+2 5 -s+2 s²-25+2 S s²+2s+2 10 -S- 2 5 s²+25+2
QUESTION 3 After we apply the Laplace transform to the equation y"+2y'+2y=e²2, given the initial conditions y(0) = 0, y'(0) = 1, we obtain the following 1 O O L {y}=- + S-2 L {y}= L {y}= L {y} = 1 S-2 1 s+1 1 10 s-2 + -1 2 + -s+ 5 s²+2s+2 5 -s+2 s²-25+2 S s²+2s+2 10 -S- 2 5 s²+25+2
With integration, one of the major concepts of calculus. Differentiation is the derivative or rate of change of a function with respect to the independent variable.
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