Exercise 5 a) Given the differential equation y' + 3y = 0,9x. %3D Find A and B so that y = Ax+B is a particular solution to the differential equation. Find the solution to the differential equation that satisfies the initial value condition y (0) = 1. i. b) Given the differential equation y "+ ay '+ 0.04y =0 der a> 0. i. Show that if a = 0.5 then y = e-0.1t is a solution to the differential equation. La a = 0.5. Find the general solution to the differential equation. i.

Q: sn'x プェ Sec'x-1 from [o, of 2.

A:

Q: 3 + 4lnx =15

A: subtract both sides by 3

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A:

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A:

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Q: Write all solutions to x^2 = -100

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A: As bases are equal both sides so exponential must be equal.

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A:

Q: Solve : 2x2 = 250

A: 2x2=2502x

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A:

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A: Given:--3x+8x-1=-1