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dy = 5(2x +3)Sir'l(x2 +3x+ 5). Consider the differential equation 2 PartA: Find the equation of the line tangent to the solution curve at the
dy = 5(2x +3)Sir'l(x2 +3x+ 5). Consider the differential equation 2 PartA: Find the equation of the line tangent to the solution curve at the point [0. 5). (5 points) Part B: Find the second derivative at in. 5:1 and use it to determine the concavity of the solution curve at that point. Explain. (10 points) Part c: Find the particular solution y = for) with Initial condition u) = 5. (15 points)
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