y = 1 / x-2 The domain is all real number, except the numbers that make the denominator 0, since that would make your statement undefined x – 2 = 0 x = 2 So you domain is all real number except 2: (-infinity, 2) U (2, +infinity)
And the range is all real numbers (-infinity, +infinity)
y = -√x Since we are not dealing with imaginary numbers, the domain is all numbers that are not negative. [0, +infinity)
And since the square root of a number is a positive number, the range is all numbers that are not positive (-infinity, 0]
y=2x / x-4 The domain is all real number, except the numbers that make the denominator 0, since that would make your statement undefined x – 4 = 0 x = 4 So you domain is all real number except 4: (-infinity, 4) U (4, +infinity)
And the range is all real numbers (-infinity, +infinity)
March 11th, 2008 at 9:59 am
y = 1 / x-2
The domain is all real number, except the numbers that make the denominator 0, since that would make your statement undefined
x – 2 = 0
x = 2
So you domain is all real number except 2:
(-infinity, 2) U (2, +infinity)
And the range is all real numbers
(-infinity, +infinity)
y = -√x
Since we are not dealing with imaginary numbers, the domain is all numbers that are not negative.
[0, +infinity)
And since the square root of a number is a positive number, the range is all numbers that are not positive
(-infinity, 0]
y=2x / x-4
The domain is all real number, except the numbers that make the denominator 0, since that would make your statement undefined
x – 4 = 0
x = 4
So you domain is all real number except 4:
(-infinity, 4) U (4, +infinity)
And the range is all real numbers
(-infinity, +infinity)
I hope this helped
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