# Description

This application displays unlimited number of completely worked out examples in the following topics:

01. Greatest Common Divisor

02. Least Common Multiple

03. Fractions

04. Properties of Exponents 1

05. Properties of Exponents 2

06. Properties of Exponents 3

07. Properties of Exponents 4

08. Properties of Exponents 5

09. Applications of Properties of Exponents

10 F.O.I.L. Method

11. Expand (A + B) ^2

12. Expand (A - B)^2

13. Expand (A + B)(A - B)

14. Expand (A + B)^3

15. Expand (A - B )^3

16. Expand (A + B)(A^2 - AB + B^2)

17. Expand (A - B)(A^2 + AB + B^2)

18. Factor A^2 + 2AB + B^2

19. Factor A^2 - 2AB + B^2

20. Factor A^2 - B^2

21. Factor A^3 + 3A^2B + 3AB^2 + B^3

22. Factor A^3 - 3A^2B + 3AB^2 - B^3

23. Factor A^3 + B^3

24. Factor A^3 - B^3

25. Simple Factoring

26. Group Factoring

27. Trinomial Factoring

28. Add/Subtract/Simplify Polynomials

29. Multiply Polynomials

30. Long Division

31. Synthetic Division

32. Slope Intercept Line Equation

33. Point Slope Line Equation

34. Point Point Line Equation

35. Point of Intersection

36. Mid Point I

37. Mid Point II

38. Distance between 2 points

39. If 3 points colinear

40. If 3 points form a right angle triangle

41. Equation of circle given center and radius

42. Find center and radius of circle

43. Equation of circle given its diameter

44. Ellipse

45. Hyperbola

46. Solve Linear Equation

47. Solve Quadratic Equation (Factoring)

48. Solve Quadratic Equation (Completing the square)

49. Solve Quadratic equation (Quadratic Formula)

50. Solve Quadratic Equation (Imaginery Solutions)

51. Add/Subtract/Simplify Rational Expressions

52. Multiply/Divide Rational Expressions

53. Polynomial with real zeroes

54. Complex Numbers

55. Complex Zeroes

56. Logs

57. Differentiation (20+ routines)

58. Integration (30+ routines)

59. Normal Distribution

01. Greatest Common Divisor

02. Least Common Multiple

03. Fractions

04. Properties of Exponents 1

05. Properties of Exponents 2

06. Properties of Exponents 3

07. Properties of Exponents 4

08. Properties of Exponents 5

09. Applications of Properties of Exponents

10 F.O.I.L. Method

11. Expand (A + B) ^2

12. Expand (A - B)^2

13. Expand (A + B)(A - B)

14. Expand (A + B)^3

15. Expand (A - B )^3

16. Expand (A + B)(A^2 - AB + B^2)

17. Expand (A - B)(A^2 + AB + B^2)

18. Factor A^2 + 2AB + B^2

19. Factor A^2 - 2AB + B^2

20. Factor A^2 - B^2

21. Factor A^3 + 3A^2B + 3AB^2 + B^3

22. Factor A^3 - 3A^2B + 3AB^2 - B^3

23. Factor A^3 + B^3

24. Factor A^3 - B^3

25. Simple Factoring

26. Group Factoring

27. Trinomial Factoring

28. Add/Subtract/Simplify Polynomials

29. Multiply Polynomials

30. Long Division

31. Synthetic Division

32. Slope Intercept Line Equation

33. Point Slope Line Equation

34. Point Point Line Equation

35. Point of Intersection

36. Mid Point I

37. Mid Point II

38. Distance between 2 points

39. If 3 points colinear

40. If 3 points form a right angle triangle

41. Equation of circle given center and radius

42. Find center and radius of circle

43. Equation of circle given its diameter

44. Ellipse

45. Hyperbola

46. Solve Linear Equation

47. Solve Quadratic Equation (Factoring)

48. Solve Quadratic Equation (Completing the square)

49. Solve Quadratic equation (Quadratic Formula)

50. Solve Quadratic Equation (Imaginery Solutions)

51. Add/Subtract/Simplify Rational Expressions

52. Multiply/Divide Rational Expressions

53. Polynomial with real zeroes

54. Complex Numbers

55. Complex Zeroes

56. Logs

57. Differentiation (20+ routines)

58. Integration (30+ routines)

59. Normal Distribution

# Reviews

# What's New

Version 1.1.1

1. App name has been changed to DynaMath for Dynamic Mathematics.

2. The background color has been changed to a less bright color from white. The text color has been changed to light black from blue.

3. The app launcher icon has been changed so as the promotional graphics.The new icon contains the lowere case Greek letters delta and mu for DynaMath (DM).

Version 1.1.2

1. 30+ integral calculus routines were lumped together. Now they have been separated into individual routines.