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CalculusQ&A Library8:36Aa 4» Q Aceed as in Example 6, by considering ø simply as a function and giveits domain. Then by considering o as a solution of the differentialequation, give at least one interval I of definition.15. (у — х)у' —у — х+ 8; у%3Dх + 4Vx+ 216. y' = 25 + y²; y= 5 tan 5xIn17. y' = 2xy²; y = 1/(4 – x²)SC- 1/218. 2y' — уз сos x; у%3D (1 — sin x)3In Problems 19 and 20 verify that the indicated expression is an im-plicit solution of the given first-order differential equation. Find atleast one explicit solution y = p(x) in each case. Use a graphing util-ity to obtain the graph of an explicit solution. Give an interval I ofdefinition of each solution p.In32X – 1dX19.dt(X – 1)(12X); InIn20. 2xy dx + (x2² – y) dy = 0; –2x²y + y² = 1codiIn Problems 21–24 verify that the indicated family of functions is asolution of the given differential equation. Assume an appropriateinterval I of definition for each solution.3IndP21.dtCe'P(1- P);1 + cje'SC(-dy22. - + 4xydx8x; y =2x² – 1 + cje-2124d?ydy4+ 4y = 0; y = cje2x + c2xe2x23.dx2dx* 2r2d?,dx?d³ydy12x2;24.dx3+ yхdx1y = c1x+ С2х + Сэх In x + 4x2In Problems 25–28 use (12) to verify that the indicated function is413ReaderNotebookBookmarksFlashcardsContentsIKШОQuestion

Asked Jan 27, 2020

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#19

Step 1

Consider the function.

Step 2

Differentiate with respect to t.

Step 3

Take minus symbol outsid...

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