Prove that the Functions sin(x), cos(x), and x are Linearly Independent over the set of Real Numbers

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Prove that the Functions sin(x), cos(x), and x are Linearly Independent over the set of Real Numbers

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Thank you so much... I was looking everywhere for an explanation online and I found the best one here, right on your channel!

CoolRockstar
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What will happen if we put h(x)= tanx in the set of these given functions.
Is it L.D. or L.I. ?

jalajshah
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Not a proof by any measure..you have to verify for any general value of x over the set of real numbers

pranjalagarwal
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I'm confused on this style of proof. How does this prove that c1 = c2 = c3 = 0 for ALL x in R, when you only selected a few values of x for the example? There are infinitely many more possible values of x to be chosen? If that makes sense ...

jonesThePirate_huker
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Helo sir sinx, cosx, sinx-cosx which mean linearly depent or lineraly independent sir pls clarification

gunaharish
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hey can u solve it with the help of matrix??

arnavchauhan
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Sir for your kind knowledge I wanna tell you that cos pie is not equal to zero. It's -1 . Practice first then upload.

sagarpundir
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The value of cosπ=-1 . U have put wrong value.

deepakmodi