the range of f(x)= sqrt x-2
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Answer:
∴ Range ∈[0,∞)
Step by step Solution:
f(x)= √(x-2)
Simply draw out the function.
The standard root function is:
y=a⋅√(x−h)+k
where x−h≥0
In a square root function, the number inside the root sign CANNOT be <0
∴ x−2≥0
∴ x≥2
∴ Domain ∈[2,∞)
As for range, there is no K value in the function we were given
∴ the range begins at 0 to infinity.
∴ Range ∈[0,∞)
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