3. Consider the inequality y > 4x - 3. Which of the following statements describe the graph of the solution set for this inequality? Select two that apply. A. The graph line is solid. B. The graph line is dotted. C. The graph line passes through the origin. D. The ordered pair (2, 5) is part of the solution set. E. The shaded region of the graph representing the solution set is to the right of the graph line.​

Respuesta :

Answer: b and d

Step-by-step explanation:

The graph of inequality is given can be sketched by using the transformation rules. According to the graph the correct options are b) and d).

Given :

Inequality --  y > 4x - 3

The following steps can be used to sketch the graph of the given inequality:

Step 1 - Draw the graph of (y = x).

Step 2 - Now, multiply the x-axis by a factor of 4. The resulting graph is the graph of (y = 4x).

Step 3 - Now, shift the graph of (y = 4x) in positive x-axis direction by 3 units. The resulting graph is the graph of (y = 4x - 3).

Step 4 - Now, shade the above part of the graph (y = 4x - 3). The resulting graph is the graph of (y > 4x - 3).

So, the correct option is b) and d).

For more information, refer to the link given below:

https://brainly.com/question/4700926

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