Page 159 - NUMINO Challenge_B2
        P. 159
     
       	Answer
Key
Number of Outcomes Problem solving
10 Euler Trail p.86~p.87 1 Each shape has four odd-points. To make one-
Example 4, impossible 2, possible line drawing possible, there should be zero or
2, possible 0, possible two odd-points. Therefore, remove one line that
connect two odd-points.
TryItAgain There are zero odd-points; therefore, one- Answers will vary.
line drawing is possible.
2
Example A
CD There are six There are There are
odd-points. four odd- zero odd-
B One-line points. One- points. One-
A drawing is line drawing line drawing
impossible. is impossible. is possible.
CD
B Type 10-2 Using All Doors Only Once p.90~p.91
4, impossible
1 Sprouts Roses
Sunflowers DandelionPslant Exhibits
Type 10-1 Applications of One-Line Drawing p.88~p.89 Tulips
1 The one-line drawing is possible when there are Cosmos
zero or two odd-points.
2 Even-Point Even-Point
2
Odd-Point Odd-Point
Even-Point Even-Point
Even-Point
44 4 To make one-line drawing possible when there
are two odd-points, you need to start from an
3 When you connect two odd-points, the two odd-point and finish at an odd-point. Therefore,
odd-points disappear and only two other odd- you need to start from either Sunflowers or
Plant Exhibits and finish at either one of them.
points remain.
Answer will vary.
NUMINO Challenge B2
       
     Key
Number of Outcomes Problem solving
10 Euler Trail p.86~p.87 1 Each shape has four odd-points. To make one-
Example 4, impossible 2, possible line drawing possible, there should be zero or
2, possible 0, possible two odd-points. Therefore, remove one line that
connect two odd-points.
TryItAgain There are zero odd-points; therefore, one- Answers will vary.
line drawing is possible.
2
Example A
CD There are six There are There are
odd-points. four odd- zero odd-
B One-line points. One- points. One-
A drawing is line drawing line drawing
impossible. is impossible. is possible.
CD
B Type 10-2 Using All Doors Only Once p.90~p.91
4, impossible
1 Sprouts Roses
Sunflowers DandelionPslant Exhibits
Type 10-1 Applications of One-Line Drawing p.88~p.89 Tulips
1 The one-line drawing is possible when there are Cosmos
zero or two odd-points.
2 Even-Point Even-Point
2
Odd-Point Odd-Point
Even-Point Even-Point
Even-Point
44 4 To make one-line drawing possible when there
are two odd-points, you need to start from an
3 When you connect two odd-points, the two odd-point and finish at an odd-point. Therefore,
odd-points disappear and only two other odd- you need to start from either Sunflowers or
Plant Exhibits and finish at either one of them.
points remain.
Answer will vary.
NUMINO Challenge B2






