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Different levels of Intelect :)

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#1 [Permalink] Posted on 27th April 2015 17:02

Ever seen or read about someone who's wrong and at the same time they are right?

Happens so many times. 

Anyway

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#2 [Permalink] Posted on 27th April 2015 17:14
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#3 [Permalink] Posted on 27th April 2015 17:16
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#4 [Permalink] Posted on 27th April 2015 17:30
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#5 [Permalink] Posted on 27th April 2015 17:30

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#6 [Permalink] Posted on 28th April 2015 07:56
Amusing.
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#7 [Permalink] Posted on 21st December 2017 16:44
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#8 [Permalink] Posted on 21st November 2019 12:37
Funny-Student-Math-Exam-Test-Answer-Sheet.jpg
Downloads: 9
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#9 [Permalink] Posted on 21st November 2019 13:20
bint e aisha wrote:
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hot linking not permitted on the host of the image. So it won't show for anyone who hasn't already seen it on the source web site
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#10 [Permalink] Posted on 21st November 2019 16:36
bint e aisha wrote:
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This one went over my head.
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#11 [Permalink] Posted on 21st November 2019 17:34
sipraomer wrote:
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The answer is incorrect ;)

It's:
6x2+sin(34)+cos(3x)+sin(cos(30))*xy+3x2y3+3x3y2

I can't enter the powers of 2 and 3 so please visualize it
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#12 [Permalink] Posted on 21st November 2019 18:30
You guys are not good at Maths?

sipraomer wrote:
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Explaining a joke is like killing the humour :(

The student was asked to prove that both sides of the equation were equal, so he did that by multiplying both sides by zero. Now technically this is not incorrect but the teacher was also smart who gave him full marks and then multiplied it with zero.

abu mohammed wrote:
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No. You just have to prove this equation:

3x²y+sin(3y)+cos(3x)+xysin(x)cos(3θ)+3x²y³+3x³y² = (x+y)²


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#13 [Permalink] Posted on 21st November 2019 19:02
bint e aisha wrote:
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Bad hand writing from the teacher.

No wonder.

(it's the light side, I should've got "creative")
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#14 [Permalink] Posted on 21st November 2019 19:07
abu mohammed wrote:
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Done :)
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#15 [Permalink] Posted on 22nd November 2019 10:06
abu mohammed wrote:
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Due to the bad hand writing from the teacher, the answer was wrong in the post.

On top of that, how can a student prove an answer if it is incorrect :)

it's like saying: Prove that 2+2=5 🤦🏽

Because
3x²y + sin(3y) + cos(3y) + xysin(x) cos3θ + 3x²y³ + 3x³y² = –7.524196753839574 :):):)
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