We can easily prove this equation.

Here,

0/0 = (100–100)/(100–100)

Solving R.H.S,

= (10)^2 — (10)^2/10(10–10)

= (10–10)(10+10)/10(10–10)

= 10+10/10

= 20/10

= 2

Clearly, 0/0 = 2

ProsperChild:
We can easily prove this equation.

Here,

0/0 = (100–100)/(100–100)

Solving R.H.S,

= (10)^2 — (10)^2/10(10–10)

= (10–10)(10+10)/10(10–10)

= 10+10/10

= 20/10

= 2

Clearly, 0/0 = 2

rubbish! having solved what was in the bracket in the third line(10-10), in maths rules, the result of that should multiply the number next to it when there's obviously no sign between the i.e 10(10-10) in this case.

you no sabi book!

mikezuruki:


rubbish! having solved what was in the bracket in the third line(10-10), in maths rules, the result of that should multiply the number next to it when there's obviously no sign between the i.e 10(10-10) in this case.

you no sabi book!

10-10/10-10 cancels each other... No WA for maths problems

ProsperChild:


10-10/10-10 cancels each other... No WA for maths problems

There is actually no problem here. You simply don't just know maths. How will you subtract 10 from 10 which is 0 and multiply it with 10 and then get 10 at the denominator. You used the same wonky application at the numerator.

Have you seen where nothing cancelled nothing before?

10(0) isn't 10 brov.

writerights:

Have you seen where nothing cancelled nothing before?

u go see am 2day
if 1 can divide 1 and still get 1 which means me and you is equals to one

ProsperChild:
We can easily prove this equation.

Here,

0/0 = (100–100)/(100–100)

Solving R.H.S,

= (10)^2 — (10)^2/10(10–10)

= (10–10)(10+10)/10(10–10)

= 10+10/10

= 20/10

= 2

Clearly, 0/0 = 2

0/0 is NOT equal to zero or 2 but is *indeterminate*
To buttress this, by virtue of the logic you are using, we can say that

0/0 = (12 - 12)/(2 - 2)
0/0 = 6(2 - 2)/(2 - 2)
0/0 = 6

So are you now telling me that 0/0 = 6?
It is therefore "indeterminate"

ProsperChild:
We can easily prove this equation.

Here,

0/0 = (100–100)/(100–100)

Solving R.H.S,

= (10)^2 — (10)^2/10(10–10)

= (10–10)(10+10)/10(10–10)

= 10+10/10

= 20/10

= 2

Clearly, 0/0 = 2

This mathematics is invalid and contradictory.

But for fun only , it is possible. not only 2, whatever you want, 0÷0 will give you. Check this workings below.

You know, if 0/1=0, 0/2=0 , 0/3=0 then 0/0=0

Again

6/3 means, which number is multiplied by 3 is 6 ? Answer: 2

30/5 means, which number is multiplied by 5 is 30 ? Answer : 6

now 0/0 means, which number is multiplied by 0 is 0 ? now your answer will be 1,2,3,4…… any number.

Again 2/2= 1, 8/8=1, so 0/0 = 1

But in all honest we cannot determine 0/0, so it is undeterminate.

Mods...Abeg close this thread so that we don't show case our ignorance of basic arithmetic here.

holocron:
Mods...Abeg close this trade so that we don't show case our ignorance of basis arithmetic here.

it cool, we are just doing it for fun......