๐ Can You Solve It? Dice Challenge #22 + 1 STEEM Dollar (SBD) Prize! ๐
Hi,
Dice Challenge #22 is waiting to be solved!
Figure out the color of the missing dice and number of eyes on each missing dice. I will transfer the prize to the first person who posts the correct answer to the puzzle. To be eligible for the prize your answer should include:
- The color of each of the missing dice combined with the number of eyes on those dice
- A clear explanation on how you got to your answer (the logic behind your solution)
Example:
Solution: Purple 2 | Green 3
Logic: The dice of each color should add up to 12 (based on the complete sets).
Green: 1 + 6 + ? + 2 = 12
Purple: 2 + 4 + 4 + ? = 12
Pink: 3 + 3 + 3 + 3 = 12
Blue: 1 + 5 + 6 = 12
Dice Challenge #22
Can you solve it? Post your answer in the comments!
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Purple 2nd row is 5, third row rosa is 1 and light blue is 1?
Thanks for your comment, what logic lies behind your answer?
well pink column is increased with +1
same goes for purple column (+1)
and light blue column is increased by +2
Thanks for the explanation. Unfortunately I have to be strict and @mehdibca was the first with posting the solution AND the logic behind it. I will upvote you comment so you still have a bit of a prize :-)
Uhm, up to you, your post didn't tell me to explain the answer.
Maybe you should change it to "Post your answer with explanation" then
Will make it more clear, thanks for the feedback!
Logic: Each column/color in incrementing in sum of each group of dice (top to bottom)
Pink Column: incrementing by +1
2+2=4
3+2=5
2+3+1=6
Purple Column: incrementing by +1
4
5
6
Blue Column: incrementing by +2
1+6=7
4+3+2=9
6+4+1=11
That is the correct solution! And in this case the first one with the explanation of the logic behind it. So you are the winner :-)
Row 2: purple 5. Row 3: pink 1, blue 1.
Logic: In each row, the sum of the pink dice equals the value of the single purple die. In addition, (sum of pink dice) + purple die - 1 = (sum of blue dice).
Great answer, but somebody else was 30 minutes faster this time. I am sure you'll beat him next time ;-)