Page 15 - NUMINO Challenge_D1
P. 15
Type 1-2 Making Fractions
Fill in the using numbers from 1 to 6, without repetition, such that the
sum is a natural number. Find all the possible values of the equation.
777
1 In order for the sum of the mixed numbers to be a natural number, the
sum of the numerators must be a multiple of .
2 Fill in the , such that the sum of the numerators satisfies the same
condition as the answer in 1 .
7 7 71
7 7 72
3 Use the numbers from the equations in 2 and find the mixed numbers
below. What natural numbers are possible results for each of the
equations?
777
777
12 NUMINO Challenge D1
Fill in the using numbers from 1 to 6, without repetition, such that the
sum is a natural number. Find all the possible values of the equation.
777
1 In order for the sum of the mixed numbers to be a natural number, the
sum of the numerators must be a multiple of .
2 Fill in the , such that the sum of the numerators satisfies the same
condition as the answer in 1 .
7 7 71
7 7 72
3 Use the numbers from the equations in 2 and find the mixed numbers
below. What natural numbers are possible results for each of the
equations?
777
777
12 NUMINO Challenge D1
