CalMathics

REAL NUMBER SYSTEM

1. REDUCING A FRACTION TO ITS SIMPLEST FORM
2. GETTING DECIMALS FROM FRACTIONS
3. WRITING NUMBERS IN STANDARD FORM/ SCIENTIFIC NOTATION
4. SOLVING SIGNIFICANT FIGURES
5. WORKING WITH COMPLICATED EXPRESSIONS

INDICES AND LOGARITHMS

LINEAR EQUATIONS

SIMULTANEOUS LINEAR EQUATIONS

QUADRATIC/CUBIC EQUATIONS

NUMBER BASES

1. THE BASE – N MENU
2. HEXADECIMAL NUMBER BASE
3. COMBINED CALCULATIONS OF NUMBERS OF DIFFERENT BASES
4. BINARY LOGICAL AND NEGATION OPERATIONS

FUNCTIONS AND MAPPINGS

1. TABLES
2. EVALUATING FUNCTIONS
3. FINDING THE ZERO(S) OF FUNCTION
4. FINDING ELEMENT(S) THAT MAKES A FUNCTION UNDEFINED
5. FINDING THE MAXIMUM AND MINIMUM POINTS OF POLYNOMIALS (QUADRATIC AND CUBIC)
6. MAPPING

UNIVARIATE STATISTICS

1. TURNING THE FREQUENCY COLUMN ON OR OFF
2. POPULATION STANDARD DEVIATION
3. SAMPLE STANDARD DEVIATION
4. NORMAL PROBABILITY DISTRIBUTION

BIVARIATE STATISTICS

COORDINATE GEOMETRY

1. FINDING THE GRADIENT, INTERCEPT AND THE EQUATION OF A STRAIGHT LINE
2. MIDPOINT OF A LINE SEGMENT
3. COLLINEAR AND NON-COLLINEAR POINTS
4. INTERSECTION OF TWO LINES

SEQUENCE AND SERIES

1. ARITHMETICAL PROGRESSION (AP)/LINEAR SEQUENCE
2. SUM OF AP
3. GEOMETRIC PROGRESSION (GP)/EXPONENTIAL SEQUENCE
4. SUM OF GP
5. SERIES

TRIGONOMETRY

1. ENTERING TRIGONOMETRIC RATIOS
2. HYPERBOLIC TRIGONOMETRIC RATIOS
3. DEGREE, RADIAN AND GRADIAN MEASURES
4. SEXAGESIMAL SYSTEM
5. TRIGONOMETRIC EQUATIONS
6. ANGLE CALCULATIONS
7. GRAPHS OF TRIGONOMETRIC FUNCTIONS
8. MAXIMUM AND MINIMUM POINTS OF TRIGONOMETRIC FUNCTIONS

MATRICES

1. ADDITION AND SUBTRACTION OF MATRICES
2. MULTIPLICATION, INDEX, DETERMINANT, TRANSPOSE, INVERSE AND ADJOINT
3. SOLVING LINEAR (SIMULTANEOUS) EQUATIONS

VECTORS AND BEARINGS

1. ADDITION AND SUBTRACTION OF VECTORS
2. NEGATIVE/INVERSE OF A VECTOR, SCALAR MULTIPLICATION, MAGNITUDE/LENGTH OF A VECTOR
3. UNIT VECTORS
4. MID-POINT OF VECTORS
5. THE SCALAR OR DOT PRODUCT
6. CROSS/ VECTOR PRODUCT
7. POLAR COORDINATES
8. MAGNITUDE AND DIRECTION (I.E., BEARING) OF COLUMN VECTORS

FACTORIAL, PERMUTATION AND COMBINATION

CALCULUS

1. LIMITS OF FUNCTIONS
2. LIMITS OF RATIONAL FUNCTIONS
3. INFINITY LIMITS
4. LIMIT OF SIMPLE TRIGONOMETRIC FUNCTIONS
5. DIFFERENTIATION
6. INTEGRATION

COMPLEX NUMBERS

1. ARGUMENTS, CONJUGATES AND MODULUS OF COMPLEX NUMBERS
2. CONVERTING BETWEEN STANDARD/COORDINATE AND POLAR FORMS OF COMPLEX NUMBER REPRESENTATION
3. POWERS OF COMPLEX NUMBERS
4. ROOTS/FRACTIONAL POWERS OF COMPLEX NUMBERS

SCIENTIFIC CONSTANTS

UNIT CONVERSIONS