'2 ax 2 bx' presentation slideshows

SECOND-ORDER DIFFERENTIAL EQUATIONS

17. SECOND-ORDER DIFFERENTIAL EQUATIONS. SECOND-ORDER DIFFERENTIAL EQUATIONS. 17.2 Nonhomogeneous Linear Equations. In this section, we will learn how to solve: Second-order nonhomogeneous linear differential equations with constant coefficients. NONHOMOGENEOUS LNR. EQNS. Equation 1.

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Remainder and Factor Theorem

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Remainder and Factor Theorem

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Calculus

Calculus. Chapter 8 Principles of Integral Evaluation By: Rhett Chien Edited: Anna Levina. 8.1 An Overview of Integration methods. ?dx = x + C ?x r dx = ((x r+1 )/(r+1)) + C and x cannot = 1 ?e x dx = e x + C ?r dx = r ? dx = rx + C ?dx/x = ln|x| + C ?sin x dx = -cos x + C

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Calculus

Calculus. Chapter 8 Principles of Integral Evaluation By: Rhett Chien Edited: Anna Levina. 8.1 An Overview of Integration methods. ?dx = x + C ?x r dx = ((x r+1 )/(r+1)) + C and x cannot = 1 ?e x dx = e x + C ?r dx = r ? dx = rx + C ?dx/x = ln|x| + C ?sin x dx = -cos x + C

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4.1 ?????

4.1 ?????. 4.1.1 ?? ????????. ???? ??????????. ????. 1. ???????? 2x-1=0 ? y=2x-1 ??????????. 2. ?? 2x-1=0 ????? y=2x-1 ?????????. 3. ??????? f(x)=0 ????? y=f(x) ?????????????. ???????? ?????????. ??????????????????? ? 1 ??? ??? y= x 2 -2x-3 ?

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??????????? ???????? ( ?? )

??????????? ???????? ( ?? ). ?? ??? 1 ??????? ax 2 +bx+c=0 ? a ?0 ??????? ? = ? 2 ??????? ax 2 +bx+c=0 ? a ?0 ? ? 1 ???????????? ? ? 2 ????????????? ? ? 3 ????????? ? ? 4 ????????? ????????? ????????? ? ? 5 ???? m ????? m ???? ?. 3 ????????????????

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