Solve by fixed-point iteration and answer related questions where indicated. Show details. A partial sum of the

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Solve by fixed-point iteration and answer related questions where indicated. Show details.

A partial sum of the Maclaurin series of J0(x) (Sec. 5.5) is f(x) = 1 - 1/4x2 + 1/64x4 - 1/2304x6. Conclude from a sketch that f(x) = 0 near x = 2. Write f(x) = 0 as x = g(x) (by dividing f(x) by 1/4x and taking the resulting x-term to the other side). Find the zero. (See Sec. 12.10 for the importance of these zeros.)

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