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x-i-f-i-N-f-0-1-x-2-i-f-2-i-2-2if-f-2-x-R-i-2f-2-x-2-2i-f-2-2if-0-x-2-i-2-f-2-




Question Number 1034 by 123456 last updated on 21/May/15
x=i+f,i∈N,f∈[0,1)  x^2 =(i+f)^2 =i^2 +2if+f^2   x∈R_+   i+2f=2⇒x^2 =2i+f^2   2if=0⇒x^2 =i^2 +f^2
x=i+f,iN,f[0,1)x2=(i+f)2=i2+2if+f2xR+i+2f=2x2=2i+f22if=0x2=i2+f2
Answered by prakash jain last updated on 21/May/15
2if=0⇒i=0∨f=0  ∵f<1, i+2f=2  ⇒i>0  f=0,i=2  x^2 =2^2 ⇒x=±2
2if=0i=0f=0f<1,i+2f=2i>0f=0,i=2x2=22x=±2

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