Our Approach

Smart Math for Australian Students Our Approach on training the students to excel in Problem Solving maths is by exposing them to maths questions on different daily life situations where maths concepts can be applied.

In our Math Tuition Online, we arranged the maths questions of every maths topic to start from Easy, to Intermediate, and eventually to Advanced level. In this way, it helps to build students' confident and encourages them to push themselves further to attempt the more challenging maths questions.

Knowing the maths concepts well but unable to apply them flexibly in different situations will not get students far in the World of Maths. Because it shows that they have not fully understood the maths concepts yet. That's why, in Smart Math, we believe in exposing students with challenging problem solving maths in our math tuition online will sharpen their understanding on maths concepts

In addition, by knowing how maths concepts applies, students will be more interested to learn maths as they could be useful in their everyday life.

Below are examples of our Problem Solving maths questions for Easy, Intermediate and Advanced levels :

 Sample Question - Easy :
1. The clock shows 4 o'clock. Find ∠x and ∠y
∠x = 80o and ∠y = 220o
∠x = 100o and ∠y = 260o
∠x = 120o and ∠y = 240o
∠x = 140o and ∠y = 220o

Sample Question - Intermediate :
2. A conference is attended by 84 representatives from Company A, 168 representatives from Company B, and 126 representatives from Company C.What is the greatest number of discussion groups that can be formed so that representatives from each company are distributed equally among all the groups?
14
21
42
84

Sample Question - Advanced :
1. In the figure, Container A is 3⁄4 filled with water. The water in Container A is poured into the other 2 containers B and C such that the water levels in the 3 containers are the same. Find the volume of water poured out from Container A


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