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1 = √(1)
= √[(−1).(−1)]
= √[(−1)^(2)]
= [(-1)^2)^0,5]
1 = -1
Where is my mistake?
What did you do in the 4th line?
= [(-1)^2)^0,5]
?
Shhh-1^2 = 1 and then if memory serve ^1/2 is the square root or something so √1 = 1
So 1 = 1 and what Eks said ^
I was one. Tech college N3 + 4Not listening to your highschool Math teacher.
No wonder the level of maths is, so bad in SAI was one. Tech college N3 + 4
So far nobody understands it. The answer is correct. 1 = -1
Correct. Sqrt(1) = Plus one or minus one.All squares of positive numbers have 2 possible solutions
The property:
√a×√b=√ab
can only be used when:
a≥0 and b≥0
Plus the implication from the OP is that 0 = 2 or 0= -2Correct. Sqrt(1) = Plus one or minus one.
The assertion is incorrect as you're not performing the same operations completely on both sides of the equation.
Next he'll be saying trump = winnerPlus the implication from the OP is that 0 = 2 or 0= -2
I'm phone the bank manager tomorrow morning first thing(-1 * -1) = 1 but, +1 != -1 following the rules of mathematics.
You can say that: 1 = -1 || +1