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Popular Calculus >

laplacetransform 2sin(3t)cos(3t)

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Solution

laplacetransform

Solution

s2+366​
Solution steps
L{2sin(3t)cos(3t)}
Rewrite using trig identities
L{sin(6t)}
Use Laplace Transform table: L{sin(at)}=s2+a2a​L{sin(6t)}=s2+626​=s2+626​
=s2+366​

Popular Examples

integral of (z+3)^4derivative of (3x-2)^3(8x^2+7)^3area-1/2 x^3+2x^2+15/2 x-9,[1,6]integral from-1 to 1 of 4-4x^2derivative of (4-2x-x^2/(x^2-6))

Frequently Asked Questions (FAQ)

  • What is laplacetransform 2sin(3t)cos(3t) ?

    The answer to laplacetransform 2sin(3t)cos(3t) is 6/(s^2+36)
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