News: Had a couple issues with the forum today. 1/19/2017. I believe I have them corrected now. Let me know if you have any trouble. Thanks.
1 Hour
1 Day
1 Week
1 Month
Forever
24 November 2024 /
Home
Help
Search
Login
Register
Scrollsaw Workshop Community -Please register to enable posting.
»
General Category
»
The Coffee Shop
»
Question for mathematic brainiacs
« previous
next »
Print
Pages: [
1
]
Go Down
Author
Topic: Question for mathematic brainiacs (Read 1047 times)
spirithorse
Hero Member
Posts: 925
Question for mathematic brainiacs
«
on:
June 14, 2014, 10:50:03 pm »
In this sequence of numbers
1 - 8 - 27 - ? - 125 - 216
What is the missing number to complete the sequence? (What number should be in the question marks' place?)
Would anyone that is positive of the answer please explain to me how they derived at that number?
Thanks and God Bless! Spirithorse
Logged
jscott2
Hero Member
Posts: 521
Re: Question for mathematic brainiacs
«
Reply #1 on:
June 14, 2014, 11:02:20 pm »
The missing number is 64. The numbers you wrote are cubes of whole numbers.
1 cubed = 1
2 cubed = 8 ( 2 x 2 x 2 = 8 )
3 cubed = 27
4 cubed = 64
5 cubed = 125
6 cubed = 216
Jim
«
Last Edit: June 14, 2014, 11:04:12 pm by jscott2
»
Logged
Using a Delta 40-690 in the Montreal, Quebec (Canada) area
spirithorse
Hero Member
Posts: 925
Re: Question for mathematic brainiacs
«
Reply #2 on:
June 15, 2014, 03:44:34 am »
Thanks, Jim!
I really appreciate it.
When I get stumped on a question like that, I really like to try to
find the solution and gain some knowledge.
God Bless! Spirithorse
Logged
mlwmerk
Guest
Re: Question for mathematic brainiacs
«
Reply #3 on:
June 15, 2014, 08:37:34 am »
I knew that
Logged
ChuckD
Guest
Re: Question for mathematic brainiacs
«
Reply #4 on:
June 15, 2014, 11:11:41 pm »
So did I
Logged
Print
Pages: [
1
]
Go Up
« previous
next »
Scrollsaw Workshop Community -Please register to enable posting.
»
General Category
»
The Coffee Shop
»
Question for mathematic brainiacs
SMF
SMF Links
XHTML
RSS
WAP2
Theme by snrj
SMF 2.0.17
|
SMF © 2019
,
Simple Machines