Page 6 - NUMINO Challenge_C1
P. 6
Creative Critical
Thinking Math
NUMINO Challenge
Problem solving Key Points Problem solving
1 Find the pattern in the number pyramid below Find a pattern in the Now that you have a good grasp of the Basic
and fill in the blanks with the correct numbers. number of digits in Concepts and Types, you will be working on
each product. different problems on your own. Key Points
6 7 42 are provided to help you find the solution.
66 67 4422
666 667 444222
66666 66667
666666 666667
2 Here is a number pyramid made up of even Find a pattern in the
numbers only. Find the pattern and fill in the number pyramid.
blanks with the correct expressions.
Creative Thinking Creative Thinking
1 Which of the following are not Kaprekar numbers? This is where you need to use your creativity
in order to deal with a new set of problems.
Kaprekar Numbers Think creatively in order to reach a logical
solution to each problem.
Split a number into two parts and add the two new
numbers together. Then multiply that number by itself. If
the result is the same as the original number, the original
number is called a Kaprekar number.
60481729
6048 1729
60481729 is a Kaprekar number.
6048 1729 7777
7777 7777 60481729
2025 81 3969
3123 9801
2 Find the pattern in the equations below and write the correct numbers
Thinking Math
NUMINO Challenge
Problem solving Key Points Problem solving
1 Find the pattern in the number pyramid below Find a pattern in the Now that you have a good grasp of the Basic
and fill in the blanks with the correct numbers. number of digits in Concepts and Types, you will be working on
each product. different problems on your own. Key Points
6 7 42 are provided to help you find the solution.
66 67 4422
666 667 444222
66666 66667
666666 666667
2 Here is a number pyramid made up of even Find a pattern in the
numbers only. Find the pattern and fill in the number pyramid.
blanks with the correct expressions.
Creative Thinking Creative Thinking
1 Which of the following are not Kaprekar numbers? This is where you need to use your creativity
in order to deal with a new set of problems.
Kaprekar Numbers Think creatively in order to reach a logical
solution to each problem.
Split a number into two parts and add the two new
numbers together. Then multiply that number by itself. If
the result is the same as the original number, the original
number is called a Kaprekar number.
60481729
6048 1729
60481729 is a Kaprekar number.
6048 1729 7777
7777 7777 60481729
2025 81 3969
3123 9801
2 Find the pattern in the equations below and write the correct numbers
