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[DesireCourse.Net] Udemy - Become a Trigonometry & Precalculus Master

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File Name

Size

1. Getting started/1. Hi! START HERE Course overview.mp4

12.06MB

1. Getting started/1. Hi! START HERE Course overview.vtt

1.75KB

1. Getting started/2. Download the formula sheets.html

726B

1. Getting started/2.1 Precalculus.formulas.pdf.pdf

1.53MB

1. Getting started/2.2 Trigonometry.formulas.pdf.pdf

1.12MB

10. Final exam/1. Trigonometry final exam.html

932B

10. Final exam/1.1 Trigonometry.Final Exam.pdf.pdf

893.03KB

10. Final exam/1.2 Trigonometry.Final Exam.Solutions.pdf.pdf

1.96MB

11. Polar coordinates/1. Introduction to polar coordinates.html

151B

11. Polar coordinates/10. Express the polar point multiple ways.mp4

11.98MB

11. Polar coordinates/10. Express the polar point multiple ways.vtt

8.07KB

11. Polar coordinates/11. Express the polar point multiple ways.html

122B

11. Polar coordinates/12. Converting equations from polar to rectangular.html

2.05KB

11. Polar coordinates/12.1 Converting equations from polar to rectangular.pdf.pdf

426.49KB

11. Polar coordinates/13. Converting equations from polar to rectangular.mp4

6.69MB

11. Polar coordinates/13. Converting equations from polar to rectangular.vtt

3.99KB

11. Polar coordinates/14. Converting equations from polar to rectangular.html

122B

11. Polar coordinates/15. Converting equations from rectangular to polar.html

2.05KB

11. Polar coordinates/15.1 Converting equations from rectangular to polar.pdf.pdf

424.93KB

11. Polar coordinates/16. Converting equations from rectangular to polar.mp4

10.22MB

11. Polar coordinates/16. Converting equations from rectangular to polar.vtt

5.84KB

11. Polar coordinates/17. Converting equations from rectangular to polar.html

122B

11. Polar coordinates/2. RESOURCE Quiz solutions for this section.html

426B

11. Polar coordinates/2.1 Converting polar coordinates to rectangular.pdf.pdf

391.67KB

11. Polar coordinates/2.2 Converting equations from rectangular to polar.pdf.pdf

420.79KB

11. Polar coordinates/2.3 Converting rectangular coordinates to polar.pdf.pdf

381.36KB

11. Polar coordinates/2.4 Converting equations from polar to rectangular.pdf.pdf

378.21KB

11. Polar coordinates/2.5 Express the polar point multiple ways.pdf.pdf

381.99KB

11. Polar coordinates/3. Converting polar coordinates to rectangular.html

1.37KB

11. Polar coordinates/3.1 Converting polar coordinates to rectangular.pdf.pdf

479.98KB

11. Polar coordinates/4. Converting polar coordinates to rectangular.mp4

7.24MB

11. Polar coordinates/4. Converting polar coordinates to rectangular.vtt

4.88KB

11. Polar coordinates/5. Converting polar coordinates to rectangular.html

122B

11. Polar coordinates/6. Converting rectangular coordinates to polar.html

2.56KB

11. Polar coordinates/6.1 Converting rectangular coordinates to polar.pdf.pdf

440.88KB

11. Polar coordinates/7. Converting rectangular coordinates to polar.mp4

10.56MB

11. Polar coordinates/7. Converting rectangular coordinates to polar.vtt

6.13KB

11. Polar coordinates/8. Converting rectangular coordinates to polar.html

122B

11. Polar coordinates/9. Express the polar point multiple ways.html

2.3KB

11. Polar coordinates/9.1 Express the polar point multiple ways.pdf.pdf

457.67KB

12. Graphing polar curves/1. Introduction to graphing polar curves.html

151B

12. Graphing polar curves/10. Graph the polar curve, cardioid.mp4

10.5MB

12. Graphing polar curves/10. Graph the polar curve, cardioid.vtt

7.02KB

12. Graphing polar curves/11. Graph the polar curve, cardioid.html

122B

12. Graphing polar curves/12. Graph the polar curve, limacon.html

4.61KB

12. Graphing polar curves/12.1 Graph the polar curve, limacon.pdf.pdf

1.54MB

12. Graphing polar curves/13. Graph the polar curve, limacon.mp4

10.25MB

12. Graphing polar curves/13. Graph the polar curve, limacon.vtt

9.24KB

12. Graphing polar curves/14. Graph the polar curve, limacon.html

122B

12. Graphing polar curves/15. Graph the polar curve, lemniscate.html

2.56KB

12. Graphing polar curves/15.1 Graph the polar curve, lemniscate.pdf.pdf

901.56KB

12. Graphing polar curves/16. Graph the polar curve, lemniscate.mp4

27.4MB

12. Graphing polar curves/16. Graph the polar curve, lemniscate.vtt

13.91KB

12. Graphing polar curves/17. Graph the polar curve, lemniscate.html

122B

12. Graphing polar curves/18. Intersection points of the polar curves.html

4.09KB

12. Graphing polar curves/18.1 Intersection points of the polar curves.pdf.pdf

628.38KB

12. Graphing polar curves/19. Intersection points of the polar curves.mp4

19.01MB

12. Graphing polar curves/19. Intersection points of the polar curves.vtt

10.85KB

12. Graphing polar curves/2. RESOURCE Quiz solutions for this section.html

430B

12. Graphing polar curves/2.1 Graph the polar curve, circle.pdf.pdf

541.24KB

12. Graphing polar curves/2.2 Intersection points of the polar curves.pdf.pdf

501.47KB

12. Graphing polar curves/2.3 Graph the polar curve, rose.pdf.pdf

411.3KB

12. Graphing polar curves/2.4 Graph the polar curve, cardioid.pdf.pdf

549.1KB

12. Graphing polar curves/2.5 Graph the polar curve, lemniscate.pdf.pdf

527.24KB

12. Graphing polar curves/2.6 Graph the polar curve, limacon.pdf.pdf

548.78KB

12. Graphing polar curves/2.7 Graph the polar region in the xy-plane.pdf.pdf

435.66KB

12. Graphing polar curves/20. Intersection points of the polar curves.html

122B

12. Graphing polar curves/21. Graph the polar region in the xy-plane.html

5.12KB

12. Graphing polar curves/21.1 Graph the polar region in the xy-plane.pdf.pdf

677.42KB

12. Graphing polar curves/22. Graph the polar region in the xy-plane.mp4

20.13MB

12. Graphing polar curves/22. Graph the polar region in the xy-plane.vtt

8KB

12. Graphing polar curves/23. Graph the polar region in the xy-plane.html

122B

12. Graphing polar curves/3. Graph the polar curve, circle.html

2.19KB

12. Graphing polar curves/3.1 Graph the polar curve, circle.pdf.pdf

690.13KB

12. Graphing polar curves/4. Graph the polar curve, circle.mp4

6.99MB

12. Graphing polar curves/4. Graph the polar curve, circle.vtt

6.89KB

12. Graphing polar curves/5. Graph the polar curve, circle.html

122B

12. Graphing polar curves/6. Graph the polar curve, rose.html

6.91KB

12. Graphing polar curves/6.1 Graph the polar curve, rose.pdf.pdf

759.88KB

12. Graphing polar curves/7. Graph the polar curve, rose.mp4

14.76MB

12. Graphing polar curves/7. Graph the polar curve, rose.vtt

11.16KB

12. Graphing polar curves/8. Graph the polar curve, rose.html

122B

12. Graphing polar curves/9. Graph the polar curve, cardioid.html

3.84KB

12. Graphing polar curves/9.1 Graph the polar curve, cardioid.pdf.pdf

1.56MB

13. Parametric curves/1. Introduction to parametric curves.html

151B

13. Parametric curves/2. RESOURCE Quiz solutions for this section.html

426B

13. Parametric curves/2.1 Write the equation as a parametric curve.pdf.pdf

389.79KB

13. Parametric curves/2.2 Sketching a parametric curve and its orientation.pdf.pdf

419.68KB

13. Parametric curves/3. Sketching a parametric curve and its orientation.html

3.58KB

13. Parametric curves/3.1 Sketching a parametric curve and its orientation.pdf.pdf

501.2KB

13. Parametric curves/4. Sketching a parametric curve and its orientation.mp4

21.16MB

13. Parametric curves/4. Sketching a parametric curve and its orientation.vtt

12.59KB

13. Parametric curves/5. Sketching a parametric curve and its orientation.html

122B

13. Parametric curves/6. Write the equation as a parametric curve.html

3.84KB

13. Parametric curves/6.1 Write the equation as a parametric curve.pdf.pdf

506.41KB

13. Parametric curves/7. Write the equation as a parametric curve.mp4

13.79MB

13. Parametric curves/7. Write the equation as a parametric curve.vtt

7.74KB

13. Parametric curves/8. Write the equation as a parametric curve.html

122B

14. Analytic geometry/1. Introduction to analytic geometry.html

151B

14. Analytic geometry/10. Vertex, axis, focus, directrix of a parabola.html

122B

14. Analytic geometry/11. Equation of a parabolic conic section.mp4

10.41MB

14. Analytic geometry/11. Equation of a parabolic conic section.vtt

4.83KB

14. Analytic geometry/12. Equation of a parabolic conic section.html

122B

14. Analytic geometry/13. Polar equation of a parabolic conic section.mp4

9.14MB

14. Analytic geometry/13. Polar equation of a parabolic conic section.vtt

4.22KB

14. Analytic geometry/14. Polar equation of a parabolic conic section.html

122B

14. Analytic geometry/15. Analytic geometry of the ellipse.html

786B

14. Analytic geometry/16. Vertex, axis, focus, directrix of an ellipse.mp4

36.03MB

14. Analytic geometry/16. Vertex, axis, focus, directrix of an ellipse.vtt

15.08KB

14. Analytic geometry/17. Vertex, axis, focus, directrix of an ellipse.html

122B

14. Analytic geometry/18. Equation of an elliptical conic section.mp4

14.54MB

14. Analytic geometry/18. Equation of an elliptical conic section.vtt

6.98KB

14. Analytic geometry/19. Equation of an elliptical conic section.html

122B

14. Analytic geometry/2. RESOURCE Quiz solutions for this section.html

426B

14. Analytic geometry/2.1 Eccentricity and directrix of the conic section.pdf.pdf

391.79KB

14. Analytic geometry/2.10 Vertex, axis, focus, directrix of a hyperbola.pdf.pdf

387.48KB

14. Analytic geometry/2.11 Polar equation of a parabolic conic section.pdf.pdf

384.28KB

14. Analytic geometry/2.2 Vertex, axis, focus, directrix of a parabola.pdf.pdf

379.06KB

14. Analytic geometry/2.3 Equation of a hyperbolic conic section.pdf.pdf

377KB

14. Analytic geometry/2.4 Equation of an elliptical conic section.pdf.pdf

370.44KB

14. Analytic geometry/2.5 Polar equation of an elliptical conic section.pdf.pdf

400.82KB

14. Analytic geometry/2.6 Vertex, axis, focus, directrix of an ellipse.pdf.pdf

376.61KB

14. Analytic geometry/2.7 Hyperbolic identities.pdf.pdf

362.8KB

14. Analytic geometry/2.8 Equation of a parabolic conic section.pdf.pdf

375.1KB

14. Analytic geometry/2.9 Polar equation of a hyperbolic conic section.pdf.pdf

381.03KB

14. Analytic geometry/20. Polar equation of an elliptical conic section.mp4

11.19MB

14. Analytic geometry/20. Polar equation of an elliptical conic section.vtt

4.62KB

14. Analytic geometry/21. Polar equation of an elliptical conic section.html

122B

14. Analytic geometry/22. Analytic geometry of the hyperbola.html

786B

14. Analytic geometry/23. Vertex, axis, focus, directrix of a hyperbola.mp4

40.03MB

14. Analytic geometry/23. Vertex, axis, focus, directrix of a hyperbola.vtt

16.81KB

14. Analytic geometry/24. Vertex, axis, focus, directrix of a hyperbola.html

122B

14. Analytic geometry/25. Equation of a hyperbolic conic section.mp4

18.22MB

14. Analytic geometry/25. Equation of a hyperbolic conic section.vtt

8.25KB

14. Analytic geometry/26. Equation of a hyperbolic conic section.html

122B

14. Analytic geometry/27. Polar equation of a hyperbolic conic section.mp4

8.77MB

14. Analytic geometry/27. Polar equation of a hyperbolic conic section.vtt

3.79KB

14. Analytic geometry/28. Polar equation of a hyperbolic conic section.html

122B

14. Analytic geometry/29. Hyperbolic identities.mp4

13.9MB

14. Analytic geometry/29. Hyperbolic identities.vtt

5.34KB

14. Analytic geometry/3. Graph of a single point or of no points.mp4

7.33MB

14. Analytic geometry/3. Graph of a single point or of no points.vtt

5.64KB

14. Analytic geometry/30. Hyperbolic identities.html

122B

14. Analytic geometry/4. Set of points equally distant from two points.mp4

12.24MB

14. Analytic geometry/4. Set of points equally distant from two points.vtt

8.29KB

14. Analytic geometry/5. Set of points unequally distant from two points.mp4

18.3MB

14. Analytic geometry/5. Set of points unequally distant from two points.vtt

11.67KB

14. Analytic geometry/6. Eccentricity and directrix of the conic section.mp4

26.27MB

14. Analytic geometry/6. Eccentricity and directrix of the conic section.vtt

11.26KB

14. Analytic geometry/7. Eccentricity and directrix of the conic section.html

122B

14. Analytic geometry/8. Analytic geometry of the parabola.html

1.28KB

14. Analytic geometry/9. Vertex, axis, focus, directrix of a parabola.mp4

21.08MB

14. Analytic geometry/9. Vertex, axis, focus, directrix of a parabola.vtt

14.4KB

15. Complex numbers/1. Introduction to complex numbers.html

140B

15. Complex numbers/10. Graphing complex numbers.mp4

13.29MB

15. Complex numbers/10. Graphing complex numbers.vtt

5.54KB

15. Complex numbers/11. Graphing complex numbers.html

122B

15. Complex numbers/12. Distances and midpoints.html

700B

15. Complex numbers/12.1 Distances and midpoints.pdf.pdf

516.01KB

15. Complex numbers/13. Distances and midpoints.mp4

39.87MB

15. Complex numbers/13. Distances and midpoints.vtt

11.5KB

15. Complex numbers/14. Distances and midpoints.html

122B

15. Complex numbers/15. Complex numbers in polar form.html

980B

15. Complex numbers/15.1 Complex numbers in polar form.pdf.pdf

578.76KB

15. Complex numbers/16. Complex numbers in polar form.mp4

36.51MB

15. Complex numbers/16. Complex numbers in polar form.vtt

10.78KB

15. Complex numbers/17. Complex numbers in polar form.html

122B

15. Complex numbers/18. Multiplying and dividing polar forms.html

700B

15. Complex numbers/18.1 Multiplying and dividing polar forms.pdf.pdf

427.26KB

15. Complex numbers/19. Multiplying and dividing polar forms.mp4

52.98MB

15. Complex numbers/19. Multiplying and dividing polar forms.vtt

13.18KB

15. Complex numbers/2. RESOURCE Quiz solutions for this section.html

438B

15. Complex numbers/2.1 Roots of complex numbers.pdf.pdf

413.66KB

15. Complex numbers/2.2 Multiplying and dividing polar forms.pdf.pdf

382.87KB

15. Complex numbers/2.3 Powers of complex numbers and De Moivre's theorem.pdf.pdf

387.19KB

15. Complex numbers/2.4 Graphing complex numbers.pdf.pdf

452.74KB

15. Complex numbers/2.5 Complex numbers in polar form.pdf.pdf

382.97KB

15. Complex numbers/2.6 Complex numbers.pdf.pdf

356.07KB

15. Complex numbers/2.7 Complex number operations.pdf.pdf

362.61KB

15. Complex numbers/2.8 Distances and midpoints.pdf.pdf

534.14KB

15. Complex numbers/2.9 Complex number equations.pdf.pdf

400.13KB

15. Complex numbers/20. Multiplying and dividing polar forms.html

122B

15. Complex numbers/21. Powers of complex numbers and De Moivre's theorem.html

980B

15. Complex numbers/21.1 Powers of complex numbers and De Moivre's theorem.pdf.pdf

444.42KB

15. Complex numbers/22. Powers of complex numbers and De Moivre's theorem.mp4

34.95MB

15. Complex numbers/22. Powers of complex numbers and De Moivre's theorem.vtt

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15. Complex numbers/23. Powers of complex numbers and De Moivre's theorem.html

122B

15. Complex numbers/24. Complex number equations.html

700B

15. Complex numbers/24.1 Complex number equations.pdf.pdf

529.68KB

15. Complex numbers/25. Complex number equations.mp4

56.34MB

15. Complex numbers/25. Complex number equations.vtt

12.52KB

15. Complex numbers/26. Complex number equations.html

123B

15. Complex numbers/27. Roots of complex numbers.html

851B

15. Complex numbers/27.1 Roots of complex numbers.pdf.pdf

644.42KB

15. Complex numbers/28. Roots of complex numbers.mp4

59.89MB

15. Complex numbers/28. Roots of complex numbers.vtt

11.96KB

15. Complex numbers/29. Roots of complex numbers.html

123B

15. Complex numbers/3. Complex numbers.html

571B

15. Complex numbers/3.1 Complex numbers.pdf.pdf

426.88KB

15. Complex numbers/30. BONUS! Extra practice problems. ).html

650B

15. Complex numbers/30.1 Workbook.complex numbers.pdf.pdf

1.38MB

15. Complex numbers/30.2 Workbook.complex numbers.solutions.pdf.pdf

2.32MB

15. Complex numbers/4. Complex numbers.mp4

23.07MB

15. Complex numbers/4. Complex numbers.vtt

10.89KB

15. Complex numbers/5. Complex numbers.html

122B

15. Complex numbers/6. Complex number operations.html

1.38KB

15. Complex numbers/6.1 Complex number operations.pdf.pdf

427.25KB

15. Complex numbers/7. Complex number operations.mp4

50.38MB

15. Complex numbers/7. Complex number operations.vtt

16.24KB

15. Complex numbers/8. Complex number operations.html

122B

15. Complex numbers/9. Graphing complex numbers.html

1.23KB

15. Complex numbers/9.1 Graphing complex numbers.pdf.pdf

534.66KB

16. Matrices/1. Introduction to matrices.html

140B

16. Matrices/10. Simple row operations.mp4

27.31MB

16. Matrices/10. Simple row operations.vtt

8.98KB

16. Matrices/11. Simple row operations.html

123B

16. Matrices/12. Gauss-Jordan elimination and reduced row-echelon form.html

1.38KB

16. Matrices/12.1 Gauss-Jordan elimination and reduced row-echelon form.pdf.pdf

445.34KB

16. Matrices/13. Gauss-Jordan elimination and reduced row-echelon form.mp4

77.38MB

16. Matrices/13. Gauss-Jordan elimination and reduced row-echelon form.vtt

20.33KB

16. Matrices/14. Gauss-Jordan elimination and reduced row-echelon form.html

123B

16. Matrices/15. Matrix addition and subtraction.html

700B

16. Matrices/15.1 Matrix addition and subtraction.pdf.pdf

412.27KB

16. Matrices/16. Matrix addition and subtraction.mp4

37.17MB

16. Matrices/16. Matrix addition and subtraction.vtt

10.99KB

16. Matrices/17. Matrix addition and subtraction.html

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16. Matrices/18. Scalar multiplication and zero matrices.html

700B

16. Matrices/18.1 Scalar multiplication and zero matrices.pdf.pdf

417.13KB

16. Matrices/19. Scalar multiplication and zero matrices.mp4

22.73MB

16. Matrices/19. Scalar multiplication and zero matrices.vtt

8.74KB

16. Matrices/2. RESOURCE Quiz solutions for this section.html

417B

16. Matrices/2.1 Simple row operations.pdf.pdf

1.51MB

16. Matrices/2.10 Solving systems with inverse matrices.pdf.pdf

2.22MB

16. Matrices/2.11 Matrix dimensions and entries.pdf.pdf

1.27MB

16. Matrices/2.12 Matrix multiplication.pdf.pdf

1.51MB

16. Matrices/2.2 Gauss-Jordan elimination and reduced row-echelon form.pdf.pdf

1.97MB

16. Matrices/2.3 Representing systems with matrices.pdf.pdf

1.51MB

16. Matrices/2.4 Matrix addition and subtraction.pdf.pdf

1.28MB

16. Matrices/2.5 Transformations.pdf.pdf

2.17MB

16. Matrices/2.6 Scalar multiplication and zero matrices.pdf.pdf

1.5MB

16. Matrices/2.7 Matrix inverses, and invertible and singular matrices.pdf.pdf

1.74MB

16. Matrices/2.8 Identity matrices.pdf.pdf

1.75MB

16. Matrices/2.9 Solving systems with Cramer's rule.pdf.pdf

830.13KB

16. Matrices/20. Scalar multiplication and zero matrices.html

123B

16. Matrices/21. Matrix multiplication.html

980B

16. Matrices/21.1 Matrix multiplication.pdf.pdf

420.58KB

16. Matrices/22. Matrix multiplication.mp4

48.18MB

16. Matrices/22. Matrix multiplication.vtt

15.97KB

16. Matrices/23. Matrix multiplication.html

123B

16. Matrices/24. Identity matrices.html

851B

16. Matrices/24.1 Identity matrices.pdf.pdf

454.9KB

16. Matrices/25. Identity matrices.mp4

36.98MB

16. Matrices/25. Identity matrices.vtt

11.18KB

16. Matrices/26. Identity matrices.html

123B

16. Matrices/27. Transformations.html

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16. Matrices/27.1 Transformations.pdf.pdf

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16. Matrices/28. Transformations.mp4

23.73MB

16. Matrices/28. Transformations.vtt

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16. Matrices/29. Transformations.html

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16. Matrices/3. Matrix dimensions and entries.html

420B

16. Matrices/3.1 Matrix dimensions and entries.pdf.pdf

407.11KB

16. Matrices/30. Matrix inverses, and invertible and singular matrices.html

1.1KB

16. Matrices/30.1 Matrix inverses, and invertible and singular matrices.pdf.pdf

428.66KB

16. Matrices/31. Matrix inverses, and invertible and singular matrices.mp4

42.5MB

16. Matrices/31. Matrix inverses, and invertible and singular matrices.vtt

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16. Matrices/32. Matrix inverses, and invertible and singular matrices.html

123B

16. Matrices/33. Solving systems with inverse matrices.html

851B

16. Matrices/33.1 Solving systems with inverse matrices.pdf.pdf

531.57KB

16. Matrices/34. Solving systems with inverse matrices.mp4

42.99MB

16. Matrices/34. Solving systems with inverse matrices.vtt

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16. Matrices/35. Solving systems with inverse matrices.html

123B

16. Matrices/36. Solving systems with Cramer's rule.html

571B

16. Matrices/36.1 Solving systems with Cramer's rule.pdf.pdf

396.41KB

16. Matrices/37. Solving systems with Cramer's rule.mp4

17.2MB

16. Matrices/37. Solving systems with Cramer's rule.vtt

6.03KB

16. Matrices/38. Solving systems with Cramer's rule.html

123B

16. Matrices/39. BONUS! Extra practice problems. ).html

650B

16. Matrices/39.1 Workbook.matrices.pdf.pdf

1.29MB

16. Matrices/39.2 Workbook.matrices.solutions.pdf.pdf

1.93MB

16. Matrices/4. Matrix dimensions and entries.mp4

15.74MB

16. Matrices/4. Matrix dimensions and entries.vtt

6.69KB

16. Matrices/5. Matrix dimensions and entries.html

123B

16. Matrices/6. Representing systems with matrices.html

571B

16. Matrices/6.1 Representing systems with matrices.pdf.pdf

406.41KB

16. Matrices/7. Representing systems with matrices.mp4

36.38MB

16. Matrices/7. Representing systems with matrices.vtt

11.96KB

16. Matrices/8. Representing systems with matrices.html

123B

16. Matrices/9. Simple row operations.html

851B

16. Matrices/9.1 Simple row operations.pdf.pdf

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17. Final exam and wrap-up/1. Precalculus final exam.html

950B

17. Final exam and wrap-up/1.1 Precalculus.Final Exam.Solutions.pdf.pdf

1.81MB

17. Final exam and wrap-up/1.2 Precalculus.Final Exam.pdf.pdf

1.02MB

17. Final exam and wrap-up/2. Wrap-up.mp4

7.51MB

17. Final exam and wrap-up/2. Wrap-up.vtt

501B

2. Angles and their measure/1. Introduction to angles and their measure.html

140B

2. Angles and their measure/10. Quadrant of the angle.mp4

15.64MB

2. Angles and their measure/10. Quadrant of the angle.vtt

10.17KB

2. Angles and their measure/11. Quadrant of the angle.html

122B

2. Angles and their measure/12. Converting between degrees and DMS.html

840B

2. Angles and their measure/12.1 Converting between degrees and DMS.pdf.pdf

406.36KB

2. Angles and their measure/13. Converting between degrees and DMS.mp4

12.53MB

2. Angles and their measure/13. Converting between degrees and DMS.vtt

8.45KB

2. Angles and their measure/14. Converting between degrees and DMS.html

122B

2. Angles and their measure/15. Coterminal angles.html

980B

2. Angles and their measure/15.1 Coterminal angles.pdf.pdf

1.79MB

2. Angles and their measure/16. Coterminal angles.mp4

22.83MB

2. Angles and their measure/16. Coterminal angles.vtt

12.37KB

2. Angles and their measure/17. Coterminal angles, example 2.mp4

38.43MB

2. Angles and their measure/17. Coterminal angles, example 2.vtt

15.02KB

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1.無修正-流出 dandy 2.DeepLush 22.03.16 3.JUQ-397 4.digitalplayground Karlee Grey 5.ddk-193 6.dancing with the stars 7.SKY WONDERLAND 8.MIFD-493 9.DASS443 10.AVD006 11.聖水放尿 12.vr-u 13.SVDVD-313 14.STARS-803 15.SNIS-985 16.SHE-421 17.Foxcatcher 2014 18.Alura+Jenson 19.27x08 20.まんチラの誘惑～欲求不満な友達のママ～古瀬玲 21.jasmine 22.dvaj668 23.dolly dyson 24.NSFS-300 25.EBOD-206 26.4568069 27.생일편지 28.poetry2010 29.MASsiVE 30.DLDSS-233

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