Find the range of f(x) = 3x}^{2}+ 1 when domain = {-3, 2, 4,0}.

1.	Find the range of f(x) = 3x}^{2}+ 1 when domain = {-3, 2, 4,0}.
Answer» Domain { x ∈ R } Range { y ∈ R } Explanation: This is just the EQUATION of a STRAIGHT line. The function is CONTINUOUS so the domain is: { x ∈ R } The minimum value is − ∞ The maximum value is ∞ So the range is: { y ∈ R }

Answer»

Domain

{

∈

}

Range

{

∈

}

Explanation:

This is just the EQUATION of a STRAIGHT line. The function is CONTINUOUS so the domain is:

{

∈

}

The minimum value is

−

∞

The maximum value is

∞

So the range is:

{

∈

}

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Find the range of f(x) = 3x}^{2}+ 1 when domain = {-3, 2, 4,0}.​

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Find the range of f(x) = 3x}^{2}+ 1 when domain = {-3, 2, 4,0}.