Question 1
Find the domain of the definition of the function
y = |x|.

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Find the domain of the definition of the function
y = |x|.
Find the domain of the definition of the function
y = √x.
Find the domain of the definition of the function
y = |√x|.
Find the domain of the definition of the function
y = (x – 2)¹ᐟ² + (8 – x)¹ᐟ².
Find the domain of the definition of the function
y = (9 – x²)¹ᐟ².
Find the domain of the definition of the function
y = 1/(x² – 4x + 3).
What will be the domain of the definition of the function f(x) = 8–xC5–x for positive values of x?
Find the domain of the definition of the function
y = 1 / (4 – x²)¹ᐟ².
The domain of definition of the function
\( y=\dfrac{1}{\log_{10}(1-x)}+(x+2)^{1/2} \)
The domain of definition of
\( y=\left[\log_{10}\left(\dfrac{5x-x^2}{4}\right)\right]^{1/2} \) is