Consider the given graph. Which TWO statements are correct? A) The graph represents y = 23x B) The graph represents y = 32x C) The graph represents y = −23x D) The constant of proportionality is 32 E) The constant of proportionality is 23
it's B Jonnaeya your welcome
she's right
i hate u ms sue u idiot its a and e
u liar its a and e i hate u i got a 50 on usa test prep bc of u ur ruining my grade
To determine which statements are correct, we need to analyze the given graph. Unfortunately, you haven't provided the graph, so we cannot make direct observations. However, I can guide you on how to determine the correct statements.
To determine the equation represented by a graph, we need to consider the slope of the line. The equation of a line in slope-intercept form is y = mx + b, where m represents the slope and b represents the y-intercept.
To find the slope of the line represented by the graph, we can look at the ratio between the change in the y-coordinates and the change in the x-coordinates. For example, if we move from one point to another, how much does the y-value change compared to the x-value? This ratio is the slope of the line.
Once we determine the slope, we can match it with the options provided to find the correct equation. The constant of proportionality, represented by the letter k, is the absolute value of the slope of a linear equation.
Without the graph, we cannot directly determine the correct statements. However, you can review the given graph and calculate the slope using the method described above. Then you can compare it with the equations provided in the options (y = 23x, y = 32x, y = -23x) to determine which statements are correct. Additionally, you can calculate the constant of proportionality using the absolute value of the slope to evaluate options D) and E).
Remember, it is essential to review the graph or provide it for a more accurate analysis and determination of the correct statements.