This topic is closed

Seize Your Chance To Win 2,000 Sapphires!

603 Replies
seyon
20 May, 2017, 1:42 PM UTC

3900

UTC +5:00
mjdsheehan
20 May, 2017, 1:45 PM UTC
400
UTC +8:00
robertleemitchell
20 May, 2017, 1:46 PM UTC
I see 280.
UTC +4:00
mihai.iliescu00
20 May, 2017, 1:47 PM UTC
530
UTC +8:00
Orcs Killer
20 May, 2017, 1:53 PM UTC
280
UTC +2:00
cqyjlc
20 May, 2017, 1:53 PM UTC
400
UTC +2:00
dezdean
20 May, 2017, 1:54 PM UTC
400
UTC +7:00
jimmmgrant
20 May, 2017, 1:54 PM UTC
Andrew Adamson said:

Solve this puzzle for your chance to win 2,000 Sapphires!


Leave a a post with the solution below if wisdom and fortune are on your side!


400
UTC +7:00
jimmygn1
20 May, 2017, 1:55 PM UTC

30 + 30 - 30 = 30

50 + 50 + 30 = 130

50 - 2x - -30 --> 2x = 20 --> x = 10

Hence --> 30 + (50 x 10) = 30 + 500


Answer: 530
UTC +4:00
Rewolfman
20 May, 2017, 1:56 PM UTC
With the assumption that a single axe is 1/2 of a double axe, and doing multiplication before addition, the final result is 280.
Rewolfman
UTC +4:00
jcd038
20 May, 2017, 1:57 PM UTC
Andrew Adamson said:

Solve this puzzle for your chance to win 2,000 Sapphires!


Leave a a post with the solution below if wisdom and fortune are on your side!


10+(60x(25/2))= 760
UTC +7:00
dprundeanu
20 May, 2017, 1:57 PM UTC
230
UTC +7:00
sattarawolf
20 May, 2017, 1:58 PM UTC
500
UTC +4:00
Achilles77
20 May, 2017, 1:59 PM UTC

If the single/double axe is a manifesatation of multiplcation, 


then


30 + ( 50 x square root 10 ) = 30 + ( 50 x 3.1623 )


= 188.1139 approx. 
UTC +0:00
sattarawolf
20 May, 2017, 2:01 PM UTC
800 
UTC +4:00
musielakdw
20 May, 2017, 2:02 PM UTC
The answer is 400
UTC +5:00
lonnster22
20 May, 2017, 2:07 PM UTC
400
UTC +4:00
charlesfranks76
20 May, 2017, 2:09 PM UTC
280
UTC +8:00
K Bab One
20 May, 2017, 2:09 PM UTC
230
UTC +2:00
dbi66er
20 May, 2017, 2:14 PM UTC

helmet = 30

quiver = 50

double axe = 10

single axe = 5

helmet + quiver x single axe

30 + (50 x 10) = 280
UTC +0:00
1665664 users registered; 33893 topics; 253509 posts; our newest member:Commander #2556942