Algebra 2/Pre Calculus WARM-UPS-Polynomial Equations & Inequalities

ALGEBRA 2/PRE CALC WARM-UPS Entire Year BUNDLE (92 topics)

This is a bundle of Algebra 2/Pre Calculus warm-ups/bell-ringers/exit/entrance tickets/do-nows/mini quizzes/mini homework for the entire year. Each of warm-ups is a half-sheet in size and contains from 2 to 10 problems. So far the bundle covers the following topics: 1. Polynomial Equations with Real Roots 2. Dividing Polynomials with Long Division 3. Evaluating Polynomials Using Horner's Rule 4. Factoring Polynomials (Using Horner's Rule and Finding the Zeros) 5. Forming Polynomials Given the Roots 6. Polynomial Equations with Complex Roots 7. Polynomial Equations in Factored Form 8. Polynomial Inequalities in Factored Form 9. Polynomial Inequalities in Standard Form 10. Partial Fraction Decomposition 11. Axis and Vertex of a Quadratic Function 12. Vertex Form of a Quadratic Function 13. Domain and Range of a Quadratic Function 14. X- and Y- Intercepts of a Quadratic Function 15. Monotonicity Intervals of a Quadratic Function 16. Maximum and Minimum Values of Quadratic Functions 17. Nonlinear Systems (Linear-Quadratic) 18. Nonlinear Systems (Quadratic-Quadratic) 19. Solving Nonlinear Systems Graphically 20. Graphing Quadratic Inequalities in Two Variables 21. Solving Quadratic Inequalities in One Variable Algebraically 22. Graphing Systems of Quadratic Inequalities in Two Variables 23. Solving Systems of Quadratic Inequalities in One Variable Algebraically 24.Radical Functions (Domain, Range and Zeros) 25. Radical Functions (X- and Y- Intercepts and Inverse Functions) 26. Graphing Radical Functions 27. Radical Equations with One Radical 28. Radical Equations with Two Radicals 29. Solving Radical Equations Using a Substitution (Advanced Topic) 30. Radical Operations with Higher Indexes 31. Simplifying Nth Root with Variables 32. Cube Root Equations 33. Radical Equations with Higher Indexes 34. Rational Exponents 35. Equations with Rational Exponents 36. Domain and Range of Rational Functions 37. Holes of Rational Functions 38. X- and Y-Intercepts of Rational Functions 39. Asymptotes of Rational Functions 40. Graphs of Rational Functions (two warm-ups) 41. Simplifying Rational Expressions 42. Adding and Subtracting Rational Expressions 43. Multiplying and Dividing Rational Expressions 44. Operations with Rational Expressions 45. Complex Fractions 46. Rational Equations (Solving by Using Cross Multiplication) 47. Rational Equations 48. Rational Inequalities 49. Absolute Value of a Complex Number 50. Adding and Subtracting Complex Numbers 51. Multiplying Complex Numbers 52. Dividing Complex Numbers 53. Operations with Complex Numbers (Mixed) 54. Quadratic Equations with Complex Roots (Square Root Method) 55. Quadratic Equations with Complex Roots in Vertex Form 56. Quadratic Equations with Complex Roots (Quadratic Formula) 57. Determinant of a Matrix 58. Adding and Subtracting Matrices, Multiplying a Matrix by a Number 59. Multiplying Matrices 60. Operations with Matrices (Mixed) 61. Inverse Matrices 62. Matrix Equations 63. Systems of Linear Equations with 3 Variables 64. Evaluating Trigonometric Expressions with a Variable 65. Evaluating Trig Expressions (No Variables) 66. Exact Values of Trig Functions of an Acute Angle 67. Simplifying Trig Expressions 68. Verifying Trig Identities 69. Simplifying and Evaluating Trig Expressions Using the Exact Value of a Trig Function 70. Converting Between Radians and Degrees 71. Equation of a Circle 72. Operations with Functions 73. Composition on Functions 74. Graphs of Piecewise Functions 75. Evaluating Piecewise Functions 76. Pascal's Triangle and the Binomial Theorem 77. Graphs of Exponential Equations of type f(x)=a.b^x 78. Inverse Functions 79. Evaluating Logarithms 80. Evaluating Logarithmic Expressions (Inverse Properties of Logarithms) 81. Adding and Subtracting Logarithms 82. Multiplication of Logarithms 83. Change of Base Formula 84. Condensing Logarithms 85. Expanding Logarithms 86. Comparing Logarithms 87. Domain of a Logarithmic Function 88. Graph and Key Features of a Logarithmic Function 89. Logarithmic Equations of type log(base a)f(x)=b 90. Logarithmic Equations of Type log(base a)(f(x)=log(base a)(g(x) 91. Logarithmic Equations of Type log(base a)f(x)±log(base a)g(x)=b 92. Logarithmic Inequalities Answer keys are included.