prove that:0/0 =2ANSWER: 0/0 =100-100/100-100 =(10-10)(10+10)/10(10-10)            <becz(10-10) is divided by (10-10)> =20/10 =2 (hence proved)  

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devil511's profile pic

Posted on

hello dudes we may also prove that 0/0=4

its also simple 

the steps r 

0/0

=100-100/50-50

=(10+10)(10-10)/5(10-10)

=20/5=4

/////////

zero4infinitive's profile pic

Posted on

if we think not just in the term of Mathematical calculation for a moment that what exactly is the meaning of

 

x / 0.

 

0 means absance of anything (void).

 

when we say

 

x/2

 

we are actually dividing 2 parts of x. But when we say x/0 we are dividing it with void or nothing or empty which means
 no division at all.

 

so logically x/0 = x + 0 = x - 0  = x

alfaiz's profile pic

Posted on

nothing you have to do just simply:-

0/0=infinite numbers...

because 0x1=0,0x2=0,0x3=0,0x4=0,0x5=0,0x6=0,0x7=0,0x8=0,0x9=0,  0x10=0.......0xn=0..........

so choose your own no. ..........

           

coolhemant's profile pic

Posted on

ANSWER:

0/0

=100-100/100-100

=(10-10)(10+10)/10(10-10)            <becz(10-10) is divided by (10-10)>

=20/10

=2

(hence proved)

katieabbs's profile pic

Posted on

actually, when you divide both sides by (10-10), you are dividing by zero, which is actually undefined... even if you were to use variables, you would have to state its restrictions. 

rajesh66's profile pic

Posted on

0/0=(1-1)/(1-1)

=(1-1)(1+1)/(1-1)

=(1+1)

=2.........this is not so lengthy.

sarahchocoholic's profile pic

Posted on

0/0 does not equal to 2.

If 0/0=2, 2 x 0=0, which is correct.

But 3 x 0 is also 0. So according to the theory, 0/0 would then be 3.

If 0/0=2 & 0/0=3, 2=3 which is impossible.

Therefore 0/0 is not 2, but it is undefined.

elekzy's profile pic

Posted on

Basically, 0/0 is said to be undefined, post 1 is quite interestingly true.

scruffybear13's profile pic

Posted on

0/0 can be several things

It is generally considered to be undefined, as x/0 is undefined

It could also be 1 as anything divided by itself is 1

Or it could be considered 0, as 0/x is 0

Mathematicians have had long discussions about this but when doing actual math it should be considered undefined

Your proof is clever though

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