for Primary Level 4
for Primary Level 5
for Primary Level 6
for Secondary Level 1
for Secondary Level 2
for Secondary Level 3
for Secondary Level 4
for Junior College H1
for Junior College H2
Learn Photoshop for kids and teens
Learn Python for Kids
Our InspiGenius Trainers Team
Register as a Tutor (Become a tutor)
About The InspiGenius: "Inspiration for Genius"
Students in the Maths Tuition Centre for secondary class three will get exposure to additional mathematics. This subject can get a little tough for students with the introduction of new lengthy and tough formulas but with proper guidance and education one can learn them very easily. Students will be taught how to solve such complex problems using the right techniques.
About the course- This course will teach students various topics mentioned below-
Click Here to Register
Target students – This course is meant only students of secondary class three both normal and express academic, who want to learn the best mathematics tricks and techniques required to solve problems.
Schedule: Weekdays (Monday to Friday: 5.30 pm to 8.30 pm) & Saturday and Sunday: 9.30 am to 4 pm.
Venue: 10 Anson Road, 26-08A International Plaza, Singapore 079903
1.1. Simultaneous Equations1.1.1. Solve a pair of simultaneous linear and non-linear equations1.1.2. Find the point(s) of intersection of two graphs algebraically1.1.3. Formulate and solve simultaneous equations to model real-worldproblems1.2. Sum and Product of Roots1.2.1. Use the formulae for the sum and product of roots of a quadraticequation1.2.2. Form a quadratic equation from its roots1.3. Discriminant, Roots and x-intercepts1.3.1. Sketch quadratic graphs1.3.2. Use discriminant to determine the nature of roots1.3.3. Use discriminant to determine the number of points of intersection oftwo graphs.1.4. Quadratic Inequalities1.4.1. Solve quadratic inequalities graphically1.4.2. Solve inequality problems involving the discriminant, roots and x-intercepts1.4.3. Solve simultaneous inequalities
2.1. Surds2.1.1. Simplify surds2.1.2. Rationalise fractions with surds in their denominators2.1.3. Solve equations involving surds2.2. Indices2.2.1. Simplify expressions using the definition and properties of indices2.2.2. Evaluate expressions involving indices and surds to find unknowns2.3. Equations Involving Indices2.3.1. Use the property (ax=ay x = n) to solve equations involving indices2.3.2. Use substitution to solve equations involving indices2.4. Exponential Functions2.5. Sketch graphs of exponential functions2.6. Use exponential functions in real-world contexts
3.1. Polynomial and identities3.1.1. Identify polynomials3.1.2. Add and subtract polynomials3.1.3. Multiply polynomials3.1.4. Find the unknowns in an identity3.2. Division of Polynomials3.2.1. Divide two polynomials3.2.2. Express the result of division in terms of quotient, divisor andremainder3.3. The Remainder Theorem3.3.1. Use the remainder theorem to find remainder3.3.2. Use the remainder theorem to find unknown coefficients or find therelationship between unknown coefficients.3.4. The Factor Theorem3.4.1. Apply the factor theorem to find factors of a polynomial3.4.2. Apply the factor theorem to find unknown coefficients or therelationship between unknown coefficients3.4.3. Factorise expressions of the form a 2 +b 2 and a 2 – b 23.5. Cubic Polynomials and Equations3.5.1. Factorise or determine factors of cubic expressions3.5.2. Solve cubic expressions3.6. Partial Fractions3.6.1. Express a proper algebraic fraction into its partial fractions3.6.2. Identify whether an algebraic fraction is a proper or an improperfraction3.6.3. Express an improper algebraic fraction in partial fractions
4.1. Modulus Functions and Their Graphs4.1.1. Simplify and evaluate modulus expressions4.1.2. Solve equations involving modulus4.1.3. Sketch graphs of y=If(x)l4.2. Graph of Power Functions4.2.1. Sketch graphs of power functions4.2.2. Solve problems on intersections of curves with one power graph
5.1. The Binomial Expansion of (1+b) n5.1.1. Use the notations n! and ( )5.1.2. Expand (1+b) n where n is a positive integer5.2. The Binomial Expansion of (a+b) n5.2.1. Expand (a+b) n5.2.2. Use the general term formula to find specific terms, coefficients and unknown values.
6.1. Mid-point of a line segment6.1.1. Use the mid-point formula6.1.2. Apply the mid-point formula to solve geometric problems6.2. Parallel Lines6.2.1. Relate gradient to the angle of inclination6.2.2. Find hoe the gradients of two parallel lines are related6.2.3. Find the equation of a line that is parallel to a given line6.3. Perpendicular Lines6.3.1. Find how the gradients of two perpendicular lines are related6.3.2. Find the equation of a line that is perpendicular to a given line6.3.3. Find the equation of a perpendicular bisector of a line segment6.4. Areas of Triangles and Quadrilaterals6.4.1. Use the formulae for the area of a triangle6.4.2. Use the formulae for the area of a quadrilateral
7.1. Introduction to Logarithms7.1.1. State what a logarithm is and use logarithmic notations7.1.2. Use the equivalence of y=ax and x=logaY7.1.3. Evaluate special logarithmic values7.1.4. Apply the concept of logarithm to solve equations7.2. Laws of logarithms7.2.1. Use the power, product and quotient laws to manipulate logarithms7.2.2. Use the change-of-base law to manipulate logarithms7.3. Logarithmic Equations7.3.1. Apply the law for the same base to solve logarithmic equations7.3.2. Apply the change-of-base law to solve equations7.4. Logarithms and Equations of the Form a x =b7.4.1. Use logarithms to solve equations of the for, ax=b7.5. Graphs and Applications of Logarithmic Function7.5.1. Draw graphs of logarithmic functions7.5.2. Solve real-world problems on logarithmic functions
8.1. Reducing Equations to Linear Form8.1.1. Reduce equations to linear form and plot straight line graphs8.1.2. Obtain non-linear equations from straight line equations or graphs8.2. Linear Laws8.2.1. Sketch and interpret lines of closest fit8.2.2. Solve real-world problems on linear law
9.1. Graph of Parabolas of the Formy 2 =kx9.1.1. Sketch parabolic graphs of the form y2=kx9.1.2. Solve geometric problems involving the intersection of lines and curves9.2. Coordinates Geometry of Circles9.2.1. Find the equation, the center and the radius of a circle9.2.2. Solve geometric problems involving the intersection of lines and circles.
Students here at inspigenius are provided an enriching atmosphere to study along with the following mentioned benefits-
Get updates on educational materials, new courses and more!