ODE II
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Get it written →(ODE II) ASSIGNMENT Instructions Strictly send to [email protected] on or before 7th April 2024. 1. Prove that the LaGrange polynomial of order three given by 1 π3 = (5π₯ 3 − 3π₯ ) 2 2. Find the power series solution in power of π₯ of the differential equation π¦ ′′ + π₯π¦ ′ + (2π₯ 2 + 1)π¦ = 0 3. Locate and classify the singular point of the equation (π₯ 2 − 8π₯ )π¦ ′′ + (π₯ + 2)π¦ ′ + π¦ = 0 (10mks) (10mks) (10 mks)
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