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Journal 3/11/16 To sharpen our minds with puzzles none Objective Due Today This board consists of nine panels with arrows on them. By swapping just two.

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Presentation on theme: "Journal 3/11/16 To sharpen our minds with puzzles none Objective Due Today This board consists of nine panels with arrows on them. By swapping just two."— Presentation transcript:

1 Journal 3/11/16 To sharpen our minds with puzzles none Objective Due Today This board consists of nine panels with arrows on them. By swapping just two of the arrows, you may enter the board via an arrow, follow the directions around the whole board, and exit the board with the final arrow. Which arrow should you swap?

2 Puzzles

3 Homework Help

4 Puzzles The diameter of the circle below is divided into three equal lengths, and those lengths are used to make the marble-like design that splits the circle into three different-colored sections. The aresa of sections I and III are equal, but what about the area of section II? Is it less than, greater than, or equal to the area of I?

5 Puzzles

6 "There's one particular café that I love visiting on a Saturday morning. To get there, I catch a bus and go one stop, then walk northwest along a straight road, turn right at the next crossroads, turn right again at the crossroads after that, walk to the end of the road and turn left, then walk on until I see the cake shop on the right and cross over to the café opposite. After entering the café, I like to sit with the street I just came from on my left. If the streets all lie perpendicular to one another, which direction will I be facing?"

7 Puzzles

8 This wooden hammer is built from seven cubes, each of which is covered in the same pattern of symbols. One of the cubes needs to be replaced. The arrangement of the symbols on the replacement cube, labeled 2, needs to match all the hammer's other cubes.

9 Puzzles

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12 Exit Question a) A b) B c) C d) D e) E f) F A mother and daughter have become separated from one another. As shown below, the streets in their village form a perfect grid. The mother is at point A, and the daughter is at point F. Walking the same speed, the mother takes the red path from point A to F and back, and the daughter takes the yellow path from point F to A and back. They start at the same time and won't stop walking until they find each other. At which point, A - F, will they reunite?


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