0! = 1Rohit21 wrote:What is 0! and 0^0(0 to the power 0) ?
0^0 = 1
What is 0! and 0^0(0 to the power 0) ?
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Anurag@Gurome
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0^0 = 1
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It's for sure that 0! = 1Rohit21 wrote:But I read somewhere (may be GMAT CLub) that 0! is not defined. So just wanted to make sure.
n! = 1 if n = 0, and
= (n - 1)! * n if n > 0
By this definition, 0! = 0
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killer1387
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@AnuragAnurag@Gurome wrote:0! = 1Rohit21 wrote:What is 0! and 0^0(0 to the power 0) ?
0^0 = 1
I think 0^0 is not defined; the case shifts to limits.
pls comment
thanx
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Actually one could never say exactly that how to define 0^0. In GMAT, you'll never get a question that asks about 0^0.killer1387 wrote: @Anurag
I think 0^0 is not defined; the case shifts to limits.
pls comment
thanx
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ronnie1985
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0^0 is not defined as x^0 = x^(y-y) = x^y/x^y. For zero, it is not defined.Anurag@Gurome wrote:0! = 1Rohit21 wrote:What is 0! and 0^0(0 to the power 0) ?
0^0 = 1
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