Is you prove that 0 is equal to 2?
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Answered by
2
Hi friend,
0/0 = (100-100) / (100-100)
= [(10)^2-(10)^2] / 10(10-10)
= (10+10)(10-10) / 10(10-10)
=(10+10) / 10
=20 / 10
=2
Hence,Proved..
HOPE THIS HELPS YOU:-))
0/0 = (100-100) / (100-100)
= [(10)^2-(10)^2] / 10(10-10)
= (10+10)(10-10) / 10(10-10)
=(10+10) / 10
=20 / 10
=2
Hence,Proved..
HOPE THIS HELPS YOU:-))
NikhitaDreamer:
10 2 - 10 2 isnt equal to (10+10) × (10-10). This is because the formula says a2-b2 but here both the numbers are the same
Answered by
0
lets take x a no.
let x = 0
squaring both sides
x²= 0
subtracting 1 from both sides
so,
x²-1= 0
(x+1) (x-1) =0
this means that x+1 and x- 1 are the factors
so,
x= 1 .........(i)
x= -1
now,
dividing both sides by (x-1)
so,
x+1 = 0. ......(ii)
now substituting value of x from equation 1 to 2
so,
1+1=0
hence,
2 = 0
let x = 0
squaring both sides
x²= 0
subtracting 1 from both sides
so,
x²-1= 0
(x+1) (x-1) =0
this means that x+1 and x- 1 are the factors
so,
x= 1 .........(i)
x= -1
now,
dividing both sides by (x-1)
so,
x+1 = 0. ......(ii)
now substituting value of x from equation 1 to 2
so,
1+1=0
hence,
2 = 0
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