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OpenStudy (anonymous):
Solving integrals for one
OpenStudy (anonymous):
Integral, Inverse laplace transform
OpenStudy (anonymous):
no, like in real life
OpenStudy (anonymous):
chopping wood
OpenStudy (anonymous):
integrals certinly are used in real life
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OpenStudy (across):
As Imran said, they're very important when dealing with inverse Laplace transforms.
OpenStudy (anonymous):
ok
thx
OpenStudy (anonymous):
You could say instead they are useful for finding volumes
OpenStudy (anonymous):
really?
OpenStudy (across):
Real life? Well, Laplace transforms are a means to simplify differential equations, which have helped us put man on the moon and explain other phenomena. It doesn't get any more "real life" than that. xd
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OpenStudy (anonymous):
yes one thing an integral does is find volumes
OpenStudy (anonymous):
horay for space travel!
OpenStudy (anonymous):
yayz! :P
OpenStudy (anonymous):
To model shock system (abrupt and large, say car accident, punch ) we have to use dirac delta function which requires laplace transforms which requires partial fraction.
OpenStudy (anonymous):
oh, i see
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OpenStudy (across):
In electronics, extensive use of the unit-step function is made to model switches and the likes. Those can only be found using Laplace transforms.