ASU MAT 210 - The Sum Rule - D2526085

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ASU MAT 210 - The Sum Rule

School name Arizona State University

Course Mat 210- Brief Calculus

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ExamplesExercises – Find the derivatives of the following functionsPossible AnswersMAT 210 4.4 The Sum RuleConstant Multiplier Rule The Sum RuleIf    xfkdxdyxkfy then,If      dxdgdxdfdxdhxgxfxh  then Examples1.34xy 2. 423 xxxy3. xxxy 32324 212xdxdy 1232 xxdxdy 34123 xxdxdy4.xey 35. xxy ln42 6. 3322 xxy xedxdy3 xdxdy 42  4466xxdxdy7.2133 xxy8. xxy 53429. 628xxxy   23213 xdxdy  5ln56xxdxdy 56xdxdy 2323 xExercises – Find the derivatives of the following functions1.24623 xxxy2. xxey 32 3.xxy43 4. exy  ln25.  xxxy 234236. 23213 xxy 7.  15232 xxy8. xxy19.  243  xy10. 5322xy11.2122xy12.  xy 24.14213.22 xxy 14. 321exxy15. 2423 xy 16. 2ln4ln3  xyPossible Answers1.42182 xxdxdy2.  xxedxdy32ln2 3. 2321223 xxdxdy4. xdxdy 25. 26122 xxdxdy6. 32  xxdxdy7.1512  xdxdy8. 23212121 xxdxdy9. 2418  xdxdy10.xdxdy5611. 34 xdxdy12.   24.1ln24.142xdxdy13.2122xdxdy14. 11 eexxdxdy15. xdxdy2416.xdxdy

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ASU MAT 210 - The Sum Rule

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