Use MACLAURIN'S THEOREM Find Series expansion of first three non-zero terms for e^{-3x} cos^2x, given that: cos 2x = 1 - frac{4x^2}{2!} + frac{16x^4}{4!} - frac{64x^6}{6!} + ... Calculate e^{-0.3} cos^2(0.1) to 3 decimal places
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Find Series expansion of first three non-zero terms for e^{-3x}cos^2x, given that: cos 2x = 1 - 4x^2/2! + 16x^4/4! - 64x^6/6! + ... Calculate e^{-0.3}cos^2(0.1) to 3 decimal places
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