After selecting "Pre-Calculus Made
Easy" under APPS, the following screen appears:
Access the head menu by hitting the F1
or F2 or … key on the Calculator. To access an item, simply
scroll down from the head menu using the cursor buttons.
The following gives an overview of all
functions in the main module:
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F1:Prep. (Intro) |
F2: f(x) Functions |
F3: x^2 |
F4: e^x Exponents |
F5: Trig+Tools |
F6: Discrete Math |
F7:Calculus |
F8:Exit |
1
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Overview of Plotting points in a Cartesian
Coordinate Plane. |
6
Steps for Graphing any Function. |
Tutorial on Quadratic
equations. |
Exponential Growth Tutorial. |
Unit Circle: Table of Values and an Interactive
Circle.
Click Here for More |
Sequences:
Click Here For More |
Finds a Tangent line to any Non- Implicit Function
at any given X, can graph that line, a normal line,
and use that Tangent line to approximate at a given
x. |
Solves any (system of) equation. |
2
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Tutorial/Solver for Distance, Midpoint, and Slope.
Also finds equation of a line given 2 points.
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Tutorial/Solver for Domain. |
Finds vertex, X and Y intercepts, and shows a graph
of f(x). |
Exponential Growth Solver. (continuous and annual) |
Graphs and Attributes of 6 common trigonometric
functions. |
Combinatorics:
Click Here For more |
Finds the nth Derivative of any function. |
Function Tool (Zeros, Factors, or Expands) |
3
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Circle Equation Tutorial. |
Solver for Domain of
f(g(x)). |
Complex # Tutorial/Solver. |
5
Basic Exponent rules. |
Solving Triangles:Click
here for more. |
Matrices:
Click Here for More |
Finds definite/indefinite integrals. |
Play Simon Says: A Game of Memory. |
4
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Point-Slope Form Tutorial and Solver. |
Tutorial/Solver
for Range. |
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Rules for computing logarithms. |
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Finds Limit of any function |
Information about contacting the Author. |
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Parallel/Perpendicular line Tutorial and Solver. |
Symmetry Tutorial. |
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Sign Chart Maker |
Exit Program. |
6
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Positive/Negative Correlation Tutorial. |
Finds Symmetry of any function. |
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7
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Finds vertical and horizontal asymptotes. |
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8 |
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Common Functions Graphs. |
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9 |
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Tutorial/Solver on Shifting functions. |
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A |
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Tutorial/Solver for Inverse Equations. |
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B |
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Step by Step Synthetic Division |
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C |
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Find Rational Zeros of any Function |
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D |
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Tutorial/Solver For composition of Functions. |
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2.2 The Triangle Solver
The following gives an overview of all
functions in the Triangle Solver:
Option# in head menu |
F1: Intro |
F2: Formulas |
F3: Solve Triangle |
F4: Draw Triangle |
F3: Convert |
F6: Exit
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1
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Some Basic Rules of Trigonometry.
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Pythagorean Theorem |
Select to solve triangle of type SSS, SAS, SSA, ASA
or verify triangle existence.
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Draw triangle that was solved under F3. |
Convert Radians to Degree |
2
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Law of Sines |
Draw triangle using coordinates entered by user.
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Convert Degree to Radian |
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Law of Cosines |
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4
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Explanation of 30-60-90 Triangles. |
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5
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Explanation of 45-45-90 Traingles. |
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6 |
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The Area formulas for Triangles. |
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2.3 Sequences Module
The following gives an overview of all
functions in the Sequences Module:
Option# in head menu |
F1: Geometric Sequences |
F2: Arithmetic Sequences |
F3: Other Sequences |
F4: Tutorials |
F5: Exit |
1 |
Finds the first n terms of a Given
Sequence. |
Finds
the first n terms of an Arithmetic Sequence. |
Gives the 1st ten terms of a fibonacci
sequence. |
Gives a tutorial on Geometric
Sequences.
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2 |
Finds
the Finite sum of a Geometric Sequence. |
Finds
the finite sum of an Arithmetic sequence. |
Gives the 1st ten terms in a square
number sequence. |
Gives a tutorial on Arithmetic
sequences. |
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3 |
Finds
the Infinite sum of a Geometric Sequence. |
Finds the nth term of n Arithmetic
Sequence. |
Gives
the 1st ten terms of a cubic sequence. |
Gives
a short tutorial on Factorials. |
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4 |
Finds
the nth term of a Geometric sequence. |
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Calculates
the sum of an sequence using Sigma Notation. |
Gives
a short tutorial on Sigma Notation. |
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5 |
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Factorials
a given number. |
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2.4 The Combinatorics Module
The following gives an overview of all
functions in the Combinatorics Module:
Option# in head menu |
F1: Counting Principle |
F2: nPr and Permutations |
F3: nCr and Combinations |
F4: Pascal’s Triangle |
F5: Exit |
1
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Calculates possibilities using Counting Principle. |
Computes the number of Permutations. |
Computes the number of Combinations. |
Shows a Pascal’s Triangle. |
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2
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Gives
a short tutorial on Counting Principle. |
Gives a short tutorial on nPr and permutations. |
Gives a short tutorial on nCr and Combinations. |
Computes the nth row of a Pascal Triangle. |
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2.5 The Matrix Module
The following gives an overview of all
functions in the Matrix Module:
Option# in head menu |
F1: Enter Matrices |
F2: Compute |
F3: Tutorials |
F2: Matrix Cryptography |
F4: Exit
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1
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Enter Matrix A. |
A+B |
Matrix
Addition Tutorial. |
Encrypt a word or sentence into a Matrix or decode a
given matrix. |
2
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Enter
Matrix B. |
A-B |
Matrix
Subtraction Tutorial. |
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View
Matrices A and B. |
B-A |
Matrix
Multiplication Tutorial. |
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A*B |
Finding
the Inverse of a Matrix Tutorial. |
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B*A |
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A*B^-1 |
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B*A^-1 |
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View A^-1 and B^-1 |
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9 |
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Compute Aⁿ |
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A |
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Compute Bⁿ |
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B |
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Show Determinants of A and B |
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C |
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Allows the user to write his/her own equation using
the entered matrices. |
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2.6 The Unit Circle Table Module
The following gives an overview of all
functions in the Unit Circle Table Module:
UNIT CIRCLE
F1: Quadrant I
Display of Unit Circle Coordinates for 0, 30, 45, 60
degrees. |
F2: Quadrant II
Display of Unit Circle Coordinates for p0, 120, 135,
150 degrees. |
F3: Quadrant III
Display of Unit Circle Coordinates for 180, 210,
225, 240 degrees. |
F4: Quadrant IV
Display of Unit Circle Coordinates for 270, 300,
315, 330 degrees. |
F5: Rules
Incl: Circle Equation, sin(x), cos(x) , tan(x). |
F6: Exit
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2.7 The Interactive Unit Circle Module
The following gives an overview of all
functions in the Interactive Unit Circle Module:
Option# in head menu |
F1: Set Angle
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F2: Solve |
F3: Step Size |
F4: Restart |
F6: Exit
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1
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Enter an angle in radians or degrees to see the
attributes at that angle. |
Solves sin, cos, or tan(x)=Ф for a given Ф. |
Set the interval size to a given angle in radians or
degrees. |
Resets the current Angle, step size, or both to
original point. |
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