This topic is closed

Seize This Chance To Win 2,000 Drachmas!

1295 Replies
bill1972bill1972
15 February, 2017, 3:31 PM UTC
30
UTC +3:00
elsenordelmal
15 February, 2017, 4:02 PM UTC
73,125
UTC +2:00
damien.m.cross
15 February, 2017, 4:41 PM UTC
Assuming that the double sword is 2, as in the third pictogram, then one can assume that a single sword would be one. In which case, the answer is most definitely 30.
UTC +8:00
nidro
15 February, 2017, 5:06 PM UTC
The answer is 29!!!
UTC +3:00
Emrah Ülke
15 February, 2017, 5:43 PM UTC
25 + 4 * 1= 29 
UTC +0:00
Clyancey1
15 February, 2017, 7:43 PM UTC
30
UTC +5:00
oscar sanchez
15 February, 2017, 8:58 PM UTC
sorry 30
UTC +0:00
Lycastus
15 February, 2017, 9:48 PM UTC
answer: 30
UTC +1:00
jpeino
15 February, 2017, 10:03 PM UTC
30
UTC +1:00
lefeubleu
15 February, 2017, 10:37 PM UTC
The answer is 30...
UTC -4:00
anthony20086
15 February, 2017, 10:57 PM UTC

30


UTC +7:00
Staples
16 February, 2017, 12:02 AM UTC

30 is the answer


UTC +1:00
Timothy.Johnson
16 February, 2017, 1:17 AM UTC
30
UTC +8:00
mafejo
16 February, 2017, 5:12 AM UTC
hello my answer is 240
UTC +0:00
Hephaestus
16 February, 2017, 6:51 AM UTC
30
UTC +3:00
Dana
16 February, 2017, 7:42 AM UTC
30
UTC +0:00
frankman1179
16 February, 2017, 8:00 AM UTC
My result is also 30.
UTC +7:00
OldBuck
16 February, 2017, 11:33 AM UTC
30
BB
UTC +4:00
florinteodor
16 February, 2017, 12:26 PM UTC
30
UTC +8:00
george_zografos
16 February, 2017, 12:34 PM UTC

1) x + x + x = 75

2) y + y + x = 35

3) y - z + x = 28

4) x + y * (z/2) = ?


Πιθάρια (jars)  equals to x

Φαρέτρα (quiver) equals to y

Σπαθιά (swords) equals to z


Solution (Λύση)

--------------------------------------------

Λύνουμε ως προς χ την δεύτερη εξίσωση 

(solve the second one to find the connection with y factor)

x = 35 - 2y


Αντικαθιστούμε στην πρώτη εξίσωση 

(we replace what we found to the first equation)

(35-2y)+(35-2y)+(35-2y) = 75 .... 


οπότε έχουμε 

(so we end up to)

y = 5


Επιστρέφουμε και αντικαθιστούμε στην δεύτερη εξίσωση το y οπότε έχουμε 

(we return to second equation an d we replace y with 5 we found so we have) 

x = 25


Αντικαθιστούμε στην τρίτη συνάρτηση αυτά που ξέρουμε και βρίσκουμε ότι 

(we replace to the third equation the factors we alredy found so we have)

5 - z + 25 = 28 .... z = 2


Επειδή όμως τα σπαθιά είναι διπλά στην τελευταία εξίσωση διαιρούμε το z με το 2!

 (But because to the third equation the swords are two in the image we will divide by 2 to the last one equation, so it will be...)

25 + 5 * (2/2) = ? ... ? = 30


----------------------------------------------


Το αποτέλεσμα είναι 30 !!

The final result is 30 !!
 

UTC +0:00
1666872 users registered; 34007 topics; 253850 posts; our newest member:Andrik I