This note is part of the set Select a number. Check out the rules here.
Selected number range : A positive integer from to inclusive.
Number of players getting fixed bonus :
Fixed bonuses : First gets a point bonus. The 4th to 6th gets a point bonus.
Number of players getting random bonus :
Random bonus range : to inclusive.
Time period range : hours to hours.
This is posted at GMT 12:39A.M.
THIS ROUND ENDS NOW. RESULTS WILL BE POSTED SHORTLY. FURTHER SUBMISSIONS WILL NOT BE ACCEPTED.
Results are shown in the form Rank - Name - Points.
Random Bonus :
Results for this round :
1 Steven Zheng 16.54
2 Daniel Liu 14.94
3 Dang Anh Tu 14.66
4 Victor Loh 14.17
5 Happy Melodies 12.57
6 Shaun Loong 12.17
6 Dinesh Chavan 12.17
6 Aditya Raut 12.17
6 Sagnik Saha 12.17
10 Sara Shama 11.83
10 Nanayaranaraknas Vahdam 11.83
10 Anuj Shikarkhane 11.83
10 Gil Deon Basa 11.83
10 Sharky Kesa 11.83
10 Ashu Dablo 11.83
16 Yan Yau Cheng 10.75
17 Justin Wong 10.57
17 Tan Wee Kean 10.57
17 Mardokay Mosazghi 10.57
17 Tan Li Xuan 10.57
17 Kislay Raj 10.57
22 Trevor B. 10.29
22 Jing Quan Chong 10.29
22 Joel Tan 10.29
22 Shenal Kotuwewatta 10.29
22 Shabarish Ch 10.29
22 Abhishek Gupta 10.29
28 Harsh Shrivastava 8.75
28 Mursalin Habib 8.75
28 Daniel Lim 8.75
28 Yong See Foo 8.75
28 Math Man 8.75
28 Calvin Lin 8.75
28 Victor Song 8.75
Next round will start shortly.
Easy Math Editor
This discussion board is a place to discuss our Daily Challenges and the math and science related to those challenges. Explanations are more than just a solution — they should explain the steps and thinking strategies that you used to obtain the solution. Comments should further the discussion of math and science.
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2^{34}
a_{i-1}
\frac{2}{3}
\sqrt{2}
\sum_{i=1}^3
\sin \theta
\boxed{123}
Comments
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It's supposed to be a positive integer.
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What is the purpose of this?
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Please read the rules. you should submit your answer by replying my comment Submit your number here :
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Please read the rules. you should submit your answer by replying my comment Submit your number here :