2110016603 Level: AConsider the linear function \( f(x)=3x-6 \). Which of the given graphs is the graph of \( f \)?
9000004201 Level: AConsider the function \(f(x) = 3x - 6\), \(x\in (-\infty ;3] \). Find the range of \(f\).\((-\infty ;3] \)\([ 3;\infty )\)\(\mathbb{R}\)\((-\infty ;3)\)
9000004203 Level: AGiven the function \(f(x) = 3x - 6\), \(x\in (-\infty ;3] \), find the \(x\)-intercept.\(x = 2\)\(x = -2\)\(x = \frac{1} {2}\)\(x = -\frac{1} {2}\)
9000004204 Level: AGiven the function \(f(x)= 3x - 6\), \(x\in (-\infty ;3] \), find the \(y\)-intercept.\(y = -6\)\(y = 6\)\(y = 2\)\(y = -2\)
9000004205 Level: AGiven the function \(f(x) = 3x - 6\), \(x\in (-\infty ;3] \), find \(f(-4)\).\(- 18\)\(\frac{2} {3}\)\(6\)\(- 6\)
9000004206 Level: AGiven the function \(f(x) = 3x - 6\), \(x\in (-\infty ;3] \), solve \[ f(x) = -8. \]\(x = -\frac{2} {3}\)\(x = -\frac{3} {2}\)\(x = -30\)\(x = -18\)
9000004207 Level: AThe range of the function \(g\) graphed in the picture is \((-\infty ;3] \). Find the domain of \(g\).\([ - 2;\infty )\)\(\mathbb{R}\)\((-\infty ;3] \)\((-2;\infty )\)
9000004208 Level: AThe domain of the part of the linear function \(g\) graphed in the picture is \([ - 2;\infty )\). Find the range of \(g\).\([ - 1;\infty )\)\(\mathbb{R}\)\((-2;\infty )\)\((-1;\infty )\)
9000004209 Level: AThe linear function \(g\) is graphed in the picture. Find the analytic expression for the function \(g\).\(y = -\frac{3} {2}x\)\(y = \frac{3} {2}x\)\(y = \frac{2} {3}x\)\(y = -\frac{2} {3}x\)
9000004210 Level: AThe function \(g\) is graphed in the picture. Find \(g(0)\).\(0\)\(3\)\(- 2\)\(1\)