Use the screen to solve the equation or inequality. Here the function $y_{1}=f(x)$ is a linear function defined over the domain of real numbers.
(a) $y_{1}=0$
(b) $y_{1} \leq 0$
(c) $y_{1} \geq 0$
(d) $y_{1}0$

Name: Use the screen to solve the equation or inequality. Here the function $y_{1}=f(x)$ is a linear function defined over the domain of real numbers. (a) $y_{1}=0$ (b) $y_{1} \leq 0$ (c) $y_{1} \geq 0$ (d) $y_{1}>0$
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Question

Use the screen to solve the equation or inequality. Here the function $y_{1}=f(x)$ is a linear function defined over the domain of real numbers.
(a) $y_{1}=0$
(b) $y_{1} \leq 0$
(c) $y_{1} \geq 0$
(d) $y_{1}>0$

Quizplus · Accepted Answer

The Answer is (a)

x=-4

(b)

[-4, \infty)

(c)

(-\infty,-4]

(d)

(-\infty,-4)

Use the Screen to Solve the Equation or Inequality y1=f(x)y_{1}=f(x)y1​=f(x) Is a Linear Function Defined Over the Domain of Real

Use the Screen to Solve the Equation or Inequality $y_{1}=f(x)$ Is a Linear Function Defined Over the Domain of Real