Question

Hello Guys!!✌️

Interesting Question No. 2

Prove → 2+2=6

[Neither 4 Nor 5.You Have To Prove 6]

【All The Best】

Answer 1

we know if you taking Square of any no. we write as times of no.

e.g. 5² so we have write "5" as 5times
5² = 5 + 5 + 5 + 5 + 5.

If x² = (x times).

now, let us differentiate.

so, $\Huge{\sf{\frac{dx^2}{dx} = 2x}}$

and $\Huge{\sf{\frac{dx}{dx} = 1}}$

so, 2x = 1 + 1 + 1 + 1 + 1

2x = x(times)

2 = x/x

2 = 1

now ,

2 + 2 = ( 1 + 1) + 2

[put 1 = 2]

$\Huge{\sf{2 + 2 + 2 = 6}}$

Answer 2

If 2+2=6 then 1+3=?

Answer

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33 ANSWERS



Aditi Agarwal, Assistant System Engineer at Tata Consultancy Services (2016-present)

Answered Apr 8, 2016

Method 1 :
As, 2+2=6(given)
2+2+1-1=6+1-1 (Making no difference in above equation)
(2+1)+(2-1)=6+1-1
So, 3+1=6 
 
This is the simple approach.Another method can be...
 Method 2 :
As, 2+2=6(given)
It seems like that they are adding 3+3=6(logically)
Means, considering 2=3
So, 1 would be half of 2 that is 1=1.5
And, 3=1.5×3=4.5
So, 3+1=4.5+1.5=6
 
Hence, answer would be 3+1=6
Thanks!!!