Simple IQ test

Discussion in 'Computer Support' started by richard, Mar 31, 2010.

1. richardGuest

Ok before I even start this, don't be surprised to know that 97% of people
who try this one simple question, get it wrong.

On a piece of paper, draw a 3x3 grid of squares so that all square blocks
are equal in size.

Question? How many squares do you see before you?

richard, Mar 31, 2010

2. doSGuest

10

"richard" <> wrote in message
news:1cxjz05vsm1q4.1uswtzetl59rz\$...
> Ok before I even start this, don't be surprised to know that 97% of people
> who try this one simple question, get it wrong.
>
> On a piece of paper, draw a 3x3 grid of squares so that all square blocks
> are equal in size.
>
> Question? How many squares do you see before you?

doS, Mar 31, 2010

3. Mike EasterGuest

richard wrote:

> On a piece of paper, draw a 3x3 grid of squares so that all square blocks
> are equal in size.

I don't understand the description of the project. Could you restate
that? It seems like you got something wrong in the instructions.

Does 3x3 mean 3 squares by 3 squares which would seem to make a square
'grid' of 9 little squares? That grid would have a lot of different
squares, one big one, and 4 different 2x2s, in addition to the 9 little
ones.

Of course, that wouldn't satisfy the idea of all the possible square
outlines to be the same size, given that it seems to me that the grid
has 3 different sized square shapes totaling 14 square entities.

--
Mike Easter

Mike Easter, Mar 31, 2010
4. richardGuest

On Tue, 30 Mar 2010 22:09:36 -0700, Mike Easter wrote:

> richard wrote:
>
>> On a piece of paper, draw a 3x3 grid of squares so that all square blocks
>> are equal in size.

>
> I don't understand the description of the project. Could you restate
> that? It seems like you got something wrong in the instructions.
>
> Does 3x3 mean 3 squares by 3 squares which would seem to make a square
> 'grid' of 9 little squares? That grid would have a lot of different
> squares, one big one, and 4 different 2x2s, in addition to the 9 little
> ones.
>
> Of course, that wouldn't satisfy the idea of all the possible square
> outlines to be the same size, given that it seems to me that the grid
> has 3 different sized square shapes totaling 14 square entities.

Correct.
Most people only see the original 9, not bothering to count the largest
"square" which then makes 10. As the keyword in the question is "squares",
then that means there are 4 other inner squares.

Thus, the answer is in fact, 14.

richard, Mar 31, 2010
5. richardGuest

On Wed, 31 Mar 2010 00:52:03 -0400, doS wrote:

> 10

wrong!

14.

richard, Mar 31, 2010
6. Desk RabbitGuest

On 31/03/2010 05:44, richard wrote:
> Ok before I even start this, don't be surprised to know that 97% of people
> who try this one simple question, get it wrong.
>
> On a piece of paper, draw a 3x3 grid of squares so that all square blocks
> are equal in size.
>
> Question? How many squares do you see before you?

You are right, that is a simple IQ test, doesn't even require drawing on
paper as it is simple to visualise 14 squares in that drawing.

So, have you been for a job interview and wondering which question you
got wrong?

Desk Rabbit, Mar 31, 2010
7. For example: John SmithGuest

12

richard wrote:
> Ok before I even start this, don't be surprised to know that 97% of
> people who try this one simple question, get it wrong.
>
> On a piece of paper, draw a 3x3 grid of squares so that all square
> blocks are equal in size.
>
> Question? How many squares do you see before you?

For example: John Smith, Mar 31, 2010
8. Lars EighnerGuest

In our last episode,
<1cxjz05vsm1q4.1uswtzetl59rz\$>,
the lovely and talented richard

> Ok before I even start this, don't be surprised to know that 97% of people
> who try this one simple question, get it wrong.

> On a piece of paper, draw a 3x3 grid of squares so that all square blocks
> are equal in size.

> Question? How many squares do you see before you?

I make it 9 1x1, 4 2x2, 1 3x3.

--
Lars Eighner <http://larseighner.com/> Warbama's Afghaninam day: 119
2864.9 hours since Warbama declared Viet Nam II.
Warbama: An LBJ for the Twenty-First century. No hope. No change.

Lars Eighner, Mar 31, 2010
9. rfGuest

"richard" <> wrote in message
news:1cxjz05vsm1q4.1uswtzetl59rz\$...
> Ok before I even start this, don't be surprised to know that 97% of people
> who try this one simple question, get it wrong.
>
> On a piece of paper, draw a 3x3 grid of squares so that all square blocks
> are equal in size.
>
> Question? How many squares do you see before you?

Fifteen. Including the square peice of paper I drew the squares on.

rf, Mar 31, 2010
10. WhiskersGuest

On 2010-03-31, richard <> wrote:
> Ok before I even start this, don't be surprised to know that 97% of people
> who try this one simple question, get it wrong.
>
> On a piece of paper, draw a 3x3 grid of squares so that all square blocks
> are equal in size.
>
> Question? How many squares do you see before you?

How many do you want?

--
-- ^^^^^^^^^^
-- Whiskers
-- ~~~~~~~~~~

Whiskers, Mar 31, 2010
11. Mike YettoGuest

richard <> writes and having writ moves on.
> Ok before I even start this, don't be surprised to know that 97% of people
> who try this one simple question, get it wrong.
>

Some people get it wrong when asking the question.

> On a piece of paper, draw a 3x3 grid of squares so that all square blocks
> are equal in size.
>

There will be nine of one size, four of another and one of the
largest size if you draw a 3x3 grid. Since they are not all the
same size the grid can't be drawn to your soecifications.

> Question? How many squares do you see before you?

Error: undefined quantity.

Mike "do I win?" Yetto
--
In theory, theory and practice are the same.
In practice they are not.

Mike Yetto, Mar 31, 2010
12. TiggerGuest

> richard wrote:
>> Ok before I even start this, don't be surprised to know that 97% of
>> people who try this one simple question, get it wrong.
>>
>> On a piece of paper, draw a 3x3 grid of squares so that all square
>> blocks are equal in size.
>>
>> Question? How many squares do you see before you?

>
> dadiOH is hip, never square.

ROFL

Tigger, Mar 31, 2010
13. OldGringo38Guest

, In The Beginning God Created The Heavens And Earth, Then I Added My
Two Cents To The richard Post:
> Ok before I even start this, don't be surprised to know that 97% of people
> who try this one simple question, get it wrong.
>
> On a piece of paper, draw a 3x3 grid of squares so that all square blocks
> are equal in size.
>
> Question? How many squares do you see before you?

Hey you hit the jackpot on this one. <g>

--
Old Gringo
Just West Of Nowhere
Enjoy Life And Live It To Its Fullest
http://www.NuBoy-Industries.com

OldGringo38, Mar 31, 2010
14. OldGringo38Guest

, In The Beginning God Created The Heavens And Earth, Then I Added My
Two Cents To The MOLOGROV SCHLOCKTAIL Post:
> On Tue, 30 Mar 2010 21:44:07 -0700, richard<>
> wrote:
>
>> Question? How many squares do you see before you?

>
> We Have Saying In Country. What The **** Is Wrong With You.

LOL Good way to start the day <g>

--
Old Gringo
Just West Of Nowhere
Enjoy Life And Live It To Its Fullest
http://www.NuBoy-Industries.com

OldGringo38, Mar 31, 2010
15. OldGringo38Guest

, In The Beginning God Created The Heavens And Earth, Then I Added My
Two Cents To The richard Post:
> Ok before I even start this, don't be surprised to know that 97% of people
> who try this one simple question, get it wrong.
>
> On a piece of paper, draw a 3x3 grid of squares so that all square blocks
> are equal in size.
>
> Question? How many squares do you see before you?

Hey you hit the jackpot on this one. <g>
PS: Now then, With the original Square at 3"x3" giving you 1 square
that has been divided into equal squares of 1" each giving you 9 more
squares this equals 10 squares total. The 4 2" squares within the
complex of 1" squares that make up the inner complex of the 1 3"x3"
square can only be counted as 1, giving you a grand total of 11
squares. The reason for this is due to the fact that the center 1"
square in the complex of the 9 1" squares can only be used once to
complete 1 square as the other 3 squares are not squares with the
missing 1" square that is required to complete the 2" square
comprised of 4 1" squares. We also have a saying in the country.
--
Old Gringo
Just West Of Nowhere
Enjoy Life And Live It To Its Fullest
http://www.NuBoy-Industries.com

OldGringo38, Mar 31, 2010
16. gonzoGuest

OldGringo38 wrote:
> , In The Beginning God Created The Heavens And Earth, Then I Added My
> Two Cents To The richard Post:
>> Ok before I even start this, don't be surprised to know that 97% of
>> people who try this one simple question, get it wrong.
>>
>> On a piece of paper, draw a 3x3 grid of squares so that all square
>> blocks are equal in size.
>>
>> Question? How many squares do you see before you?

> Hey you hit the jackpot on this one. <g>
> PS: Now then, With the original Square at 3"x3" giving you 1 square
> that has been divided into equal squares of 1" each giving you 9 more
> squares this equals 10 squares total. The 4 2" squares within the
> complex of 1" squares that make up the inner complex of the 1 3"x3"
> square can only be counted as 1, giving you a grand total of 11
> squares. The reason for this is due to the fact that the center 1"
> square in the complex of the 9 1" squares can only be used once to
> complete 1 square as the other 3 squares are not squares with the
> missing 1" square that is required to complete the 2" square
> comprised of 4 1" squares. We also have a saying in the country.

I think we will send you to Room 101, and then ask you
"How many squares do you see?"

gonzo, Mar 31, 2010
17. OldGringo38Guest

, In The Beginning God Created The Heavens And Earth, Then I Added My
Two Cents To The gonzo Post:
> OldGringo38 wrote:
>> , In The Beginning God Created The Heavens And Earth, Then I Added My
>> Two Cents To The richard Post:
>>> Ok before I even start this, don't be surprised to know that 97% of
>>> people who try this one simple question, get it wrong.
>>>
>>> On a piece of paper, draw a 3x3 grid of squares so that all square
>>> blocks are equal in size.
>>>
>>> Question? How many squares do you see before you?

>> Hey you hit the jackpot on this one. <g>
>> PS: Now then, With the original Square at 3"x3" giving you 1 square
>> that has been divided into equal squares of 1" each giving you 9 more
>> squares this equals 10 squares total. The 4 2" squares within the
>> complex of 1" squares that make up the inner complex of the 1 3"x3"
>> square can only be counted as 1, giving you a grand total of 11
>> squares. The reason for this is due to the fact that the center 1"
>> square in the complex of the 9 1" squares can only be used once to
>> complete 1 square as the other 3 squares are not squares with the
>> missing 1" square that is required to complete the 2" square
>> comprised of 4 1" squares. We also have a saying in the country.

>
> I think we will send you to Room 101, and then ask you
> "How many squares do you see?"

7th floor

--
Old Gringo
Just West Of Nowhere
Enjoy Life And Live It To Its Fullest
http://www.NuBoy-Industries.com

OldGringo38, Apr 1, 2010
18. Tim ConwayGuest

"OldGringo38" <> wrote in message
news:hp0mme\$s8e\$-september.org...
>, In The Beginning God Created The Heavens And Earth, Then I Added My Two
>Cents To The gonzo Post:
>> OldGringo38 wrote:
>>> , In The Beginning God Created The Heavens And Earth, Then I Added My
>>> Two Cents To The richard Post:
>>>> Ok before I even start this, don't be surprised to know that 97% of
>>>> people who try this one simple question, get it wrong.
>>>>
>>>> On a piece of paper, draw a 3x3 grid of squares so that all square
>>>> blocks are equal in size.
>>>>
>>>> Question? How many squares do you see before you?
>>> Hey you hit the jackpot on this one. <g>
>>> PS: Now then, With the original Square at 3"x3" giving you 1 square
>>> that has been divided into equal squares of 1" each giving you 9 more
>>> squares this equals 10 squares total. The 4 2" squares within the
>>> complex of 1" squares that make up the inner complex of the 1 3"x3"
>>> square can only be counted as 1, giving you a grand total of 11
>>> squares. The reason for this is due to the fact that the center 1"
>>> square in the complex of the 9 1" squares can only be used once to
>>> complete 1 square as the other 3 squares are not squares with the
>>> missing 1" square that is required to complete the 2" square
>>> comprised of 4 1" squares. We also have a saying in the country.

>>
>> I think we will send you to Room 101, and then ask you
>> "How many squares do you see?"

> 7th floor
>

Or is it Ward 8?

Tim Conway, Apr 1, 2010
19. OldGringo38Guest

, In The Beginning God Created The Heavens And Earth, Then I Added My
Two Cents To The Tim Conway Post:
>
> "OldGringo38" <> wrote in message
> news:hp0mme\$s8e\$-september.org...
>> , In The Beginning God Created The Heavens And Earth, Then I Added
>> My Two Cents To The gonzo Post:
>>> OldGringo38 wrote:
>>>> , In The Beginning God Created The Heavens And Earth, Then I
>>>> Two Cents To The richard Post:
>>>>> Ok before I even start this, don't be surprised to know that 97% of
>>>>> people who try this one simple question, get it wrong.
>>>>>
>>>>> On a piece of paper, draw a 3x3 grid of squares so that all square
>>>>> blocks are equal in size.
>>>>>
>>>>> Question? How many squares do you see before you?
>>>> Hey you hit the jackpot on this one. <g>
>>>> PS: Now then, With the original Square at 3"x3" giving you 1 square
>>>> that has been divided into equal squares of 1" each giving you 9
>>>> more
>>>> squares this equals 10 squares total. The 4 2" squares within the
>>>> complex of 1" squares that make up the inner complex of the 1 3"x3"
>>>> square can only be counted as 1, giving you a grand total of 11
>>>> squares. The reason for this is due to the fact that the center 1"
>>>> square in the complex of the 9 1" squares can only be used once to
>>>> complete 1 square as the other 3 squares are not squares with the
>>>> missing 1" square that is required to complete the 2" square
>>>> comprised of 4 1" squares. We also have a saying in the country.
>>>
>>> I think we will send you to Room 101, and then ask you
>>> "How many squares do you see?"

>> 7th floor
>>

> Or is it Ward 8?
>
>

Hell, I can't remember. <g>

--
Old Gringo
Just West Of Nowhere
Enjoy Life And Live It To Its Fullest
http://www.NuBoy-Industries.com

OldGringo38, Apr 1, 2010
20. LSMFTGuest

richard wrote:
> Ok before I even start this, don't be surprised to know that 97% of people
> who try this one simple question, get it wrong.
>
> On a piece of paper, draw a 3x3 grid of squares so that all square blocks
> are equal in size.
>
> Question? How many squares do you see before you?

Can I use circles?

--
LSMFT

I'm trying to think but nothing happens.........

LSMFT, Apr 1, 2010