VISPARK's Students Got Excellent Math Competition Performances!

AMC
96%
VISPARK competitors award-winning rate
vs
60%
world average
Math League
84%
VISPARK competitors award-winning rate
vs
50%
world average
Caribou Contests
100%
VISPARK competitors award-winning rate
vs
30%
world average

Challenge Your Child with Our Best Online Math Programs!

Form
Livestreaming super-small class.
Objectives
VISPARK enables children to learn through our online platform and our variety of classes and content offerings. Students will be offered customized courses and assistance through their learning journey with our hands on tutors. We create opportunities for students to excel and achieve high grades in online math competitions, contests, and even specific programs like the AMC.
Characteristics
Through our online courses, children can solve difficult problems within their school tests. They will learn calculation and problem-solving skills. We also equip students for competition and maths contests nationwide.

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With a variety of gamified and interactive teaching materials online, the possibilities with Vispark are endless.
With online tutoring, and visual learning methods, students can build their understanding and interact with one another.

Learning Experience

Small-sized class with more attention focused on learners
One live online class + one AI class per week, massive question banks, covering exam key points
Personalized learning reports, follow children's learning progress closely and timely, identify problems early, and improve performance quickly
Smart rewards system to motivate the student throughout the learning journey
Effective Live Online Learning by experienced teachers with real-time feedback and personalized teaching
Maximize the effectiveness of classes using specially designed materials

UDSC Teaching Method

Teachers guide children to accurately understand the topic, accurately grasp and analyze the core of the problem, quickly find ways to solve the problem, easily breakthrough the test questions, and finally form a complete closed-loop of problem-solving.
understand the problem icon
Understand the Problem
Understand the topic and analyze the implied information
Ensure that your child thoroughly understands the meaning of the questions
decide on an approach icon
Decide on an Approach
Analyze problems and understand the core of the problem
Develop children's mastery of similar issues
solve the problem icon
Solve the Problem
Focus on arithmetic and reinforce the knowledge of standardized solution steps
Ensure that children avoid losing marks on the details of their answers
check the solution icon
Check the Solution
Incorporate solutions to the problem and ensure accuracy of results
Develop checking habits to reduce errors and careless mistakes

Transfer of Learning Teaching Method

In the age of knowledge explosion, there are huge amounts of knowledge. We hope to help students develop general problem-solving skills tackling bigger categorical problems. To enable them to apply transfer learning in different problem situations. To empower them to be a master in solving mathematical problems gradually.
Knowledge point: sum remains the same
competition mathematic knowledge point image
Birds fly around between two trees, and the total number of birds remains unchanged
competition mathematic knowledge point image
Money is traded between two people, and the total amount of money remains unchanged
competition mathematic knowledge point image
People walk around between two groups, and the total number of people remains unchanged
competition mathematic knowledge point image
Water flows in and out between two pools, and the total amount of water remains unchanged
General problem-solving method of unchanged sum
Step 01
Find the invariance
Step 02
Analyse the relationship between sum and units
Step 03
Draw the model
Step 04
Infer the value of each unit
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