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Old 10-01-2015, 09:31 PM   #1
arun natarajan
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How 2^0 can be considered as 1 in IP Address


Hi,


In IP addressing, when we consider 2^1 is 2, then how 2^0 can be considered as 1 ???
My expectation is, 2^0 should be 0


Representation of single octet:
2^8 2^7 2^6 2^5 2^4 2^3 2^2 2^1 2^0
256 128 64 32 16 8 4 2 1

Last edited by arun natarajan; 10-01-2015 at 09:34 PM.
 
Old 10-01-2015, 09:35 PM   #2
smallpond
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What do you imagine 2^0 equals?
 
Old 10-01-2015, 09:50 PM   #3
arun natarajan
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for me, 2^0 is 0 ...i.e 2*0=0
 
Old 10-01-2015, 10:03 PM   #4
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2^0 is not the same thing as 2*0
http://www.exploringbinary.com/the-laws-of-exponents/

I forgot to mention that an octet is 8 bits which is 2^7 2^6 2^5 2^4 2^3 2^2 2^1 2^0 i.e has a value of 0 - 255 not 256.

Last edited by michaelk; 10-02-2015 at 01:09 PM.
 
Old 10-02-2015, 11:21 AM   #5
suicidaleggroll
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2^0 is and always has been 1 in mathematics...
 
Old 10-02-2015, 11:23 AM   #6
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Read: Two(2) to the power of(^) zero(0) is equal(=) to one(1)

Explanation of why: http://mathforum.org/dr.math/faq/faq...to.0power.html
 
Old 10-02-2015, 01:06 PM   #7
arun natarajan
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Thank you all. Got the answer now.
 
Old 10-02-2015, 01:53 PM   #8
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Just to be clear ... any number to the power of 0 is 1
 
Old 10-02-2015, 02:00 PM   #9
szboardstretcher
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Quote:
Just to be clear ... any number to the power of 0 is 1
Because:

Code:
    5^2
1 = --- = 5^(2-2) = 5^0 = 1
    5^2
 
Old 10-02-2015, 06:52 PM   #10
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To simplify, or complicate, I see the positions within a binary string either on or off so, yes, when position 0 is on that represents 1 but when it is off it represent 0. So it is consistent with the rest.
 
Old 10-03-2015, 02:23 AM   #11
arun natarajan
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Thanks once again. For clear explanation.
 
Old 10-03-2015, 07:31 AM   #12
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Quote:
Originally Posted by grail View Post
Just to be clear ... any number to the power of 0 is 1
Except 0 to the power 0, which isn't defined.
 
Old 10-03-2015, 07:53 AM   #13
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Quote:
Originally Posted by JeremyBoden View Post
Except 0 to the power 0, which isn't defined.
I thought it was your mother's mother?
(Sorry, very poor joke I felt compelled to make.)
 
  


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