-P Q3. Prove that f2p f(x)dx = 0 for odd functions and fp f(x)dx = 2...

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-P Q3. Prove that f2p f(x)dx = 0 for odd functions and f²p f(x)dx = 2 fő f(x)dx for even functions in both geometric and analytic method? -P Q4. What does an and bn represent in terms of sine and cosine Fourier series? Q5. Give examples of physical phenomena involving ODEs, in which the de- pendent quantity and driving force of system represents periodic functions? -P Q3. Prove that f2p f(x)dx = 0 for odd functions and f²p f(x)dx = 2 fő f(x)dx for even functions in both geometric and analytic method? -P Q4. What does an and bn represent in terms of sine and cosine Fourier series? Q5. Give examples of physical phenomena involving ODEs, in which the de- pendent quantity and driving force of system represents periodic functions?

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A3 An odd function is symmetric about the origin meaning fx fx Therefore when you integrate ... View the full answer