Question

question 2 consider the graph of the line. in order to draw this line, a person can start by drawing a point at (0, 5). then to find another point on the line, the person would go to the right unit and up how many units? a 5 b 0 c 1 d 2 47 of 48 questions rem 5 points

Explanation:

Step1: Recall slope - intercept form

The equation of a line in slope - intercept form is $y = mx + b$, where $m$ is the slope and $b$ is the y - intercept. Starting from the point $(0,5)$ (y - intercept), if we assume the slope $m = 1$ (since for a straight - line, to get another point we move right and up), moving 1 unit to the right (increase $x$ by 1) and 1 unit up (increase $y$ by 1) gives a new point.

Step2: Analyze the movement

If we move 1 unit to the right (change in $x=\Delta x = 1$) and 1 unit up (change in $y=\Delta y = 1$) from the point $(0,5)$, the new point is $(0 + 1,5+1)=(1,6)$. In the context of the question asking about the number of units to the right and up, the number of units to the right is 1 and the number of units up is 1.

Answer:

C. 1