Mathematics
(Junior Cycle, Leaving Cert & University Level)
(Junior Cycle, Leaving Cert & University Level)
At Grade+, we provide comprehensive Math tutoring for both secondary school students (Junior Cycle and Leaving Certificate levels) and undergraduate university students. Our experienced tutors offer personalised learning plans and cover key topics such as calculus, algebra, geometry, statistics, and much more. We focus on interactive sessions, exam preparation, and flexible scheduling to meet each student's unique needs
Example University Level Topics Covered
Calculus
Single and multivariable calculus
Differentiation and integration
Linear Algebra
Vectors, matrices, and systems of linear equations
Eigenvalues and eigenvectors
Probability and Statistics
Basic probability and distributions
Descriptive and inferential statistics
Discrete Mathematics
Logic, set theory, and combinatorics
Graph theory and algorithms
Numerical Methods
Numerical solutions and error analysis
Differential Equations
Ordinary and partial differential equations
Algebra
Complex numbers
Polynomials and rational expressions
Functions and calculus (differentiation and integration)
Sequences and series
Geometry and Trigonometry
Geometry of lines and circles
Trigonometric functions, identities, and equations
Analytical geometry (coordinate geometry)
Calculus
Differentiation and its applications
Integration techniques and applications
Statistics and Probability
Probability theory and distributions
Hypothesis testing and inferential statistics
Data analysis and interpretation
Numbers & Real World
Financial mathematics (annuities, loans, investments)
Matrices and transformations
Exam Preparation
Exam Timing and Mock Exam
Algebra
Basic operations with algebraic expressions
Linear and quadratic equations
Functions and graphs
Introduction to complex numbers
Geometry and Trigonometry
Geometry of lines, triangles, and circles
Basic trigonometric functions and applications
Coordinate geometry of the line
Calculus
Basic differentiation and integration concepts
Applications to rates of change and areas
Statistics and Probability
Descriptive statistics (mean, median, mode, variance)
Basic probability concepts
Data interpretation
Numbers & Real World.
Arithmetic and geometric sequences
Financial mathematics basics (simple and compound interest)
Practical applications of mathematics in real-life situations
Exam Preparation
Exam Timing and Mock Exam
Number Systems
Arithmetic operations, factors, multiples, and primes
Fractions, decimals, and percentages, Ratio, proportion, and rates, scientific notation and significant figures
Algebra
Expressions, equations, and inequalities
Linear and quadratic equations
Functions and graphs
Patterns and sequences
Geometry and Trigonometry
Geometric constructions
Properties of shapes and solids
Theorems and proofs
Trigonometric ratios and applications
Statistics and Probability
Data representation and interpretation
Measures of central tendency and variability
Probability concepts and calculations
Correlation and causation
Applied Arithmetic and Measures
Time, distance, speed calculations
Area, volume, and capacity
Financial mathematics (interest, tax, discounts)
6. Exam Preparation
Exam Timing and Mock Exam
Number Systems
Basic operations with whole numbers and decimals
Fractions and percentages
Ratios and rates
Scientific notation, Primes and composites
Algebra
Simple expressions and equations
Solving linear equations
Understanding coordinates and graphs
Geometry and Trigonometry
Basic geometric shapes and properties
Introduction to constructions and transformations
Basic trigonometry concepts
Statistics and Probability
Collecting, organizing, and interpreting data
Basic measures of central tendency
Simple probability
Applied Arithmetic and Measures
Basic measurements and conversions
Time, distance, and speed calculations
Basic financial calculations
Exam Preparation
Exam Timing and Mock Exam