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Suppose Aelax + Beibx = Ceicx, for some nonzero constants A, B, C, a, b, c and for all x. Prove that a = b = c and A + B = C. If x = 0, we can see that the equation reduces to A+B=C

Suppose Aelax + Beibx = Ceicx, for some nonzero constants A, B, C, a, b, c and for all x. Prove that a = b = c and A + B = C. If x = 0, we can see that the equation reduces to A+B=C

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5. Suppose Aeiax + Beibx = Ceicx, for some nonzero constants A, B, C, a, b, c and for all x. Prove that a = b = c and A + B = C. If x = 0, we can see that the equation reduces to A+B=C
Transcribed Image Text:5. Suppose Aeiax + Beibx = Ceicx, for some nonzero constants A, B, C, a, b, c and for all x. Prove that a = b = c and A + B = C. If x = 0, we can see that the equation reduces to A+B=C
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