prove "100-100/100-100 =2"?

Answer 1

Dear friend,

U R asking such question, which is impossible.
I can prove the same.
But do not take this proof seriously... this is for fun only

Proof:
(100-100) / (100-100)
=(10^2 -10^2) / 10(10-10)
=(10 + 10) (10-10) / 10 (10-10)
=(10+10) / 10
=20/10
=2

So .....NEVER BELIEVE ZERO

Answer 2

Dear friend,
You are asking such question, which is impossible.
I can prove the same.
But do not take this proof seriously... this is for fun only
Proof:
(100-100) / (100-100)
=(10^2 -10^2) / 10(10-10)
=(10 + 10) (10-10) / 10 (10-10)
=(10+10) / 10
=20/10
=2
So .....NEVER BELIEVE ZERO

Answer 3

I don't think so, if you try to solve using usual order of operations of multiply, divide, add, subtract you get a non equal equation.

100-1-100=2
99-100=2
-1 != 2

Answer 4

Best solution is using different numeral base for each "100", and convert them into decimal number.
for example: Binary is base 2, so 100 = 4, Octal is base 8, so 100 = 64

There are many different numeral base that fits to get the decimal answer 2.

Prove
(100-100)/(100-100) =2

(100 base 9) - (100 base 7) = (1x9^2 + 0x9^1 + 0x9^0) - (1x7^2 + 0x7^1 + 0x7^0)
divide by
(100 base 5) - (100 base 3) = (1x5^2 + 0x5^1 + 0x5^0) - (1x3^2 + 0x3^1 + 0x3^0)

(81 + 0 + 0) - (49 + 0 + 0)
divide by
(25 + 0 + 0) - (9 + 0 + 0)

(81 - 49)
divide by
(25 - 9)

32 / 16 = 2 !

Makes sense?

HL Wee

Answer 5

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0/0 = 1/2 "Meaningless"

Answer 6

that is imposibble coz... 100-100 is well 0 so your ans. is 0 therfore they are not equal...it must be an inequality!!!

Answer 7

That will be extremely difficult, since the result of simplifying the left-hand side is -1.

Answer 8

Dear Asker,
Please don't ask questions without a reasonable answer. Your question has no answer. So why waste time of those who try to answer your question?

Answer 9

You are starting the question with a false premise.