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6. Find the Laplace transform of the following functions using MATLAB.\ a. $frac{1}{sqrt{pi t}} + ae^{a^2t} erfc(asqrt{t})$\ b. $e^{a^2t} frac{b}{a} erf(asqrt{t}) - 1$\ Hint: erf - Error function and erfc - Complementary error function

          6. Find the Laplace transform of the following functions using MATLAB.\
a. $frac{1}{sqrt{pi t}} + ae^{a^2t} erfc(asqrt{t})$\
b. $e^{a^2t} frac{b}{a} erf(asqrt{t}) - 1$\
Hint: erf - Error function and erfc - Complementary error function
        
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6. Find the Laplace transform of the following functions using MATLAB.a. frac1sqrtpi t + ae^a^2t erfc(asqrtt)b. e^a^2t fracba erf(asqrtt) - 1Hint: erf - Error function and erfc - Complementary error function

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Calculus: Early Transcendentals
Calculus: Early Transcendentals
James Stewart 8th Edition
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Find the Laplace transform of the following functions using MATLAB: a. 1/sqrt(pi*t) + a*e^(a^2*t)*erfc(a*sqrt(t)) b. e^(a^2*t)*(b/a)*erf(a*sqrt(t)) - 1 Hint: erf - Error function and erfc - Complementary error function
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00:01 All this question here we have to finding here finding by which formula is lapis laplace transform okay then here is since a b t there is a part a that given function is f is equal to that is f is equal to one upon that is one upon a square root of pi t okay, then plus here is a, multiplied by exponent here, a square into t, that is a square t, okay, a square into t, that is not here t, then here is multiplied by erf, see that a square root t, lap s f, the lap s, f answer is there is lap s, f answer is that under root there is 1 upon s minus a square minus a upon there is under root s okay then here is bracket is s minus a square then…
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