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Let’s check out your problem:

Graph this line using the slope and y-intercept: y=-(1)/(5)x-5 Click to select points on the graph.

Graph this line using the slope and y y -intercept:\newliney=−15x−5 y=-\frac{1}{5} x-5 \newlineClick to select points on the graph.

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Full solution

Q. Graph this line using the slope and y y -intercept:\newliney=−15x−5 y=-\frac{1}{5} x-5 \newlineClick to select points on the graph.
  1. Find y-intercept: Find the y-intercept from the equation y=−15x−5y=-\frac{1}{5}x-5; the y-intercept is the constant term, which is −5-5.\newlinePlot the point (0,−5)(0, -5) on the graph.
  2. Determine slope: Determine the slope from the equation; the slope is the coefficient of xx, which is −15-\frac{1}{5}.\newlineThis means for every 55 units you move to the right, you move 11 unit down.
  3. Plot next point: Starting from the y-intercept (0,−5)(0, -5), move 55 units to the right and 11 unit down to find the next point.\newlinePlot this point on the graph; it should be (5,−6)(5, -6).
  4. Draw straight line: Draw a straight line through the points (0,−5)(0, -5) and (5,−6)(5, -6) to graph the line.

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