Hong Kong Elementary School Admission Test

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SUMMARY

The discussion revolves around a question from an elementary school admission test in Hong Kong, highlighting the cognitive challenges faced by children when interpreting numerical patterns. Participants noted that younger children might approach the problem differently, focusing on non-mathematical patterns. A specific riddle involving a grocery shopping scenario illustrates the confusion caused by reading numbers upside down, emphasizing the importance of clear communication from parents regarding financial matters.

PREREQUISITES
  • Understanding of basic numerical patterns and cognitive development in children
  • Familiarity with elementary school admission processes in Hong Kong
  • Knowledge of common mathematical misconceptions among young learners
  • Awareness of effective communication strategies for parents
NEXT STEPS
  • Research cognitive development stages in children and their impact on problem-solving
  • Explore the structure and content of elementary school admission tests in Hong Kong
  • Investigate common mathematical misconceptions and how to address them in education
  • Learn effective communication techniques for parents to enhance children's understanding of money management
USEFUL FOR

Parents, educators, and child psychologists interested in understanding the challenges children face in mathematical reasoning and communication, particularly in the context of school admissions.

Evgeny.Makarov
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The following question was supposedly given in an admissions test for an elementary school in Hong Kong.

what-parking-space-number-is-the-car-parked-in-english-translation.jpg
 
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That's good...it took me about 15 seconds to see the pattern, so I would just squeak by...:D
 
I did not measure the time, so I'm not sure I got there in time. :)
 
I don't think I made it in time because I tried to look for a mathematical pattern, but the use of numbers such as 8, 9, 0 made it obvious. Though, I would assume that this would actually be easier for younger kids who aren't exposed too much math or any math, as they would first turn to patterns that aren't mathematical.
 
I remember another similar riddle from my middle school years. A father asked his daughter to go grocery shopping and said that he would leave an envelope with cash and write the enclosed sum on the envelope. The girl saw that she had \$89 and selected \$81 worth of groceries. However, at the register it turned out to her embarrassment that she not only did not have \$8 left, but she was lacking \$13. What went wrong?
 
The number was read upside down, or she dropped money on her way there.
 
I blame the father for either writing an ambiguous amount on the envelope, or for putting too little money in.
 

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