7=? Posted by Sahar on June 26, 2011 1=2=64=5=97=? You need to be a member of MyEnglishClub to add comments! Email me when people reply – Follow
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Abd!!
Hi!
Where were you these days?!!
Nice seeing you so!
How about your exams?!
I think that you were busy with them.
Welcome!
We waited for you!
As you are seeing we’ve left some puzzles for you here!
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It can be true, But it isn't in my mind! Sorry!!
Thank you, Memo!
Yes, of course, you are right.
It can be a true answer certainly.
Hi Zahra!
Thank you.
Yes, of course, your equations are right.
But it has the other answer too:
3=7=8
Thank you, Abd.
That's a nice of you.
I've written a hint for the puzzle of shapes. I hope that it will be useful for solving.
:)
You found it!
Maybe, only, you can read this messy mind!!
Well done!
Excellent!!
It is exactly what was in my mind!
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The other answer is 3 that you said. If you see the question again, I've just written "7=?" infact I should write "?=7=?"
As you said the first "?" is equal to 3 and the second one is equal to 8 according to the numbers of their letters!
One=Two=Six (All of them have 3 letters)
Four=Five=Nine (All of them have 4 letters)
Three=Seven=Eight (All of them have 5 letters)
Now, I think that you are able well to solve the SHAPE's puzzle too!!
I will wait for that!
1,2
4,5
7,8
And the last number of each line's shifted to the first of upper line
*,*,3
1,2'
6
4,5
9
7,8,
12
10,11
...
HalimA!!
Halima…! Hi!!
Nice seeing you so here, dear!
Welcome among us!
I’m so glad I’m seeing you here.
Of course I can’t say anything against your reasonable answers.
But…
I can say something!!
You are really fantastic at math!
Yes! You are right.
All of you are right!
But let me say my answer too, please!!
Do you know, Darius, all of these problems are because of you that make my mind full of letters in math!
Ok!
Let me say that the main idea for making this puzzle doesn’t depend on math at all! In fact it is based on English letters.
Let me ask it in this way:
One= Two= Six
Four= Five= Nine
?= Seven= Eight
Really I didn’t think that this strange puzzle will have such reasonable equations!
Maybe I must go and register this interesting invention!!
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