e2-s - L-1 = -3), O [(-1/3)+e^(3(t-1))/3] e^2 U(t-1) O [(-1/3)+e^(5(1-1))/3] e^2 U(t-1) O [(-1/3)+e^(4(1-1))/3] e^2 U(t-1) None of them
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- Evaluate * d. [(2? – 1) (x+ 7)] dx 3x^2 + 14x +1 3x^2 14x + 1 3x^2 14x 1 3x^2 + 14x-1Find the intergral of (5-4x)/(√(12x-4x^2-8) ) dxd/dx(3x) = 3 Select one: O True O False d/dx[(x2 + 5x)/(x - 8)] = (x² - 16x + 40)/(x² - 16x +64) Select one: O True O False d/dx(ex + 8*) = e + 8* In 8 Select one: O True O False
- Differentiate and simplify: y= (3 – 4x)2* O a.y'= - 2(3 – 4x)²x-4x + (3 – 4x)In(3 – 4x)] Ob.y'= 2(3 - 4x)2x-1[4x - (3 – 4x)In(3 – 4x)] O C. y'= - 2(3 - 4x)2x-1(4x - (3 – 4x)In(3 - 4x)] Od.y'= 2(3 - 4x)?* -!(4x + (3 – 4x)In(3 – 4x)]5(3х-1) dx sec ( 3x2-2x)what is convolution of [(e^-2t)u(t)]*3dirac(t)+6e^-2t