This topic is closed

Seize This Chance To Win 2,000 Sapphires!

1264 Replies
User
11 February, 2017, 8:25 PM UTC
25
UTC +2:00
0
User
11 February, 2017, 8:28 PM UTC
25
UTC +6:00
0
User
11 February, 2017, 8:28 PM UTC
25
UTC +2:00
0
User
11 February, 2017, 8:28 PM UTC
the answer is 25
UTC +0:00
0
User
11 February, 2017, 8:30 PM UTC
25
UTC +8:00
0
User
11 February, 2017, 8:30 PM UTC
25 as I see it.
UTC +0:00
0
User
11 February, 2017, 8:31 PM UTC
25
UTC +1:00
0
User
11 February, 2017, 8:31 PM UTC
Lord Oberon said:

Can you think fast under pressure?


Simply solve the puzzle for the chance to win 2,000 Sapphires for your Castle!


Post your answers in the comments below!


el resultado es 26

UTC +4:00
0
User
11 February, 2017, 8:33 PM UTC
50
UTC +2:00
0
User
11 February, 2017, 8:35 PM UTC
25
UTC +3:00
0
User
11 February, 2017, 8:35 PM UTC

its 30 - 5 x 4 = 100    easy to work out just looked at it now :p


answer is 100


UTC +0:00
0
User
11 February, 2017, 8:38 PM UTC
25
UTC +8:00
0
User
11 February, 2017, 8:42 PM UTC
25
UTC +0:00
0
User
11 February, 2017, 8:42 PM UTC
25
UTC +1:00
0
User
11 February, 2017, 8:44 PM UTC
70
UTC +3:00
0
User
11 February, 2017, 8:50 PM UTC

helmet = 30

brush/arrows = 5

Double Axe = 2

HENCE 1 Axe = 1 (if you guys still count the double axe and single axe the same then you dont know how to work out your own problems)

thus 30 - 5 X 1 = 25 (if 1 axe still =2 then >>>> 20) ..... grade 2 work multiplication and division before adding and subtraction 

lets be honest here this was a good idea but make it a little harder seriously ... at least so people would need to use simltanous equationsake it a little harder seriously ... at least so people would need to use simltanous equations

UTC +0:00
0
User
11 February, 2017, 8:54 PM UTC
50
UTC +0:00
0
User
11 February, 2017, 8:54 PM UTC
25
UTC +7:00
0
User
11 February, 2017, 8:54 PM UTC
la risposta è 25
UTC +2:00
0
User
11 February, 2017, 8:55 PM UTC
It´s 25
UTC +7:00
0
1962038 users registered; 62448 topics; 328998 posts; our newest member:JamesMFC