Complex Thinking?
Michael.N
Lets continue our thinking from the last article with some fresh questions to test our skills. To yourself, check out how much time does it take to solve them and share with others if you're willing. Have fun and good luck!!
1. What number will complete the following series:
1, 5, 32, 220, 1535, 10739, ______
2.a. If an animal called "Fakename" has a life span of 3 years(it lives exactly 3 years and then suddenly die from eating too much Q1 food) and multiplies itself each day(1 Fakename turns into 2 Fakenames each day=24 hours). Another animal called "011001" has a life span of 0.5 years(then suddenly died from eating too much binary numbers) and multiplies itself each 23 hours. How many Fakenames and 011001s will we have alive in 0.5 years, if in the beginning we had 100 Fakenames, and 2 011001s? and which will we have more from?
2.b. How much 011001s will we have in 0.5 years if their life span is only 0.25 years(those bastards started eating Fakenames, luckily their life became shorter)?
3.A knowledge question with some thinking. Is pure H2O(aka water. pure= there is nothing in/with the water molecules) has electrical conductivity?
Hope you had fun making your brain work overtime(don't forget to buy tickets for his next overtime). Please comment and subscribe.
Answers will be published in 15 days, if my life wont be shortened from eating some Fakenames.
Comments
Question 2.b. is a little bit challenging. I hope you'll get the right answer.
1. I need my coffee. I'll be back.
2. is it a bisect year? How many 011001 a Fakename eats before becoming full? ;; )
3. No.
1. 75166 (=10739*7-7)
5 = 1*7-2
32= 5*7-3
220 = 32*7-4
1535 = 220*7-5
10739 = 220*7-6
....
A(n+1) = A(n)*7-(n+1)
Good job, you got the right answer.