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hba
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Goten77
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hba
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Agreed :)

Goten77
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Goten77
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Goten77
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shubhamsrg
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its an AP with first term a =1 and common diff d =0
no. of terms n=2
sum for n terms = n/2 (2a + (n1)d)
best of luck.. :)

shubhamsrg
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note :
can also be treated like a GP given r> 1
we'll have to apply LH rule then, or anything equivalent..hmm

Goten77
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Goten77
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Goten77
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hba
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Goten77
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hba
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good one :D

Goten77
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hba
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\[1+1=\sum_{k=0}^{\infty} 1/2k =1+\frac{ 1 }{ 2 }+\frac{ 1 }{ 4 }+ .....=2\]

hba
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1+1= 48/(2(9+3) =2

sauravshakya
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If u cannot add 1+1 with your brain, why dont u use calculator.

Rockstars
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you are all wrong !!
the answer is 11
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Hrolflinger
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@hba man you over complicate things lmao

hba
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@rockstars
Stop talking gibberish.
This is maths,please give a proof :)

shubhamsrg
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true only in base 1 is it ?

shubhamsrg
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i.e. 1+ 1 =11

hba
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@shubhamsrg
Not mentioned means base 10 :/

shubhamsrg
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ofcorse i know!
o.O
was just saying, if he had to prove it, he can say that expression is true in base 1

hba
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@shubhamsrg
If he would have mentioned it then i would agree but now i just agree to disagree :D

zaynahf
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hba
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@zaynahf
Where is the proof ?

hba
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lol :P


hba
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Haha lol,that was funny :P