- What is Critical Thinking Math?
- Critical Thinking Math (CTM) Mock Paper
- 12 lessons CTM Preparation Course
According to the curriculum guide from the Hong Kong Education Bureau, one of the important goals in learning mathematics are to develop creativity, skills in problem solving, critical thinking and communication. Training in logical and critical thinking helps children understand the skills mentioned above.
Questions from the following 4 areas are often appeared in school interviews. The fun and comprehensive critical and logical math program Eye Level provides allows children to grasp the required skills easily.
Students will develop and improve their skills in various areas in geometry, including plane figures, 3-dimensional figures, combining/dividing shapes, and symmetric figures.
Question 1: Which image would you see if a mirror were placed on the dotted line?
Answer: The bottom left one.
Students will enhance their logical thinking by developing analytical skills and comprehension through activities of classification and analogy.
Question 2:Look at the related pictures and choose the picture that belongs in the blank space.
Students will develop knowledge of sequences and logical thinking skills through repeated patterns and increasing patterns.
Question 3: Choose the flower that completes the pattern.
Answer: The second one from the left.
Sample paper – K2
Please click here to download K2 CTM sample questions
Sample paper – K3
Please click here to download K3 CTM sample questions
A preparatory course for the Critical Thinking Math Challenge is now offered in all Eye Level education centers. Your child will experience Critical Thinking Math and learn about the question types in the challenge.
Critical Thinking Math Challenge Preparation Course
Format: 12 lessons (3 months, 45min per lessons)
Lesson Time: 1 lesson per week (subject to availability of centers' timeslot)
◎ Logical, analytical, spatial sense, problem solving and reasoning problems
◎ Through real-world math problems, arouse children’s interest in learning math
◎ The teaching tools help children understand abstract concepts
◎ To improve critical thinking and problem solving skills