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Graph: y=5x-3

Graph:\newliney=5x−3 y=5 x-3

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Describe the graph of a linear equationright chevron icon

Full solution

Q. Graph:\newliney=5x−3 y=5 x-3
  1. Identify Equation Type: Identify the type of the equation. y=5x−3y = 5x - 3 is a linear equation in slope-intercept form y=mx+by = mx + b.
  2. Plot Y-Intercept: Plot the y-intercept.\newlineThe y-intercept is where x=0x=0, so plug x=0x=0 into the equation to find yy.\newliney=5(0)−3=−3y = 5(0) - 3 = -3.\newlinePlot the point (0,−3)(0, -3) on the graph.
  3. Use Slope for Point: Use the slope to find another point.\newlineThe slope is 55, which means rise over run is 51\frac{5}{1}.\newlineFrom the y-intercept (0,−3)(0, -3), go up 55 units and right 11 unit to find another point.\newlinePlot the point (1,2)(1, 2) on the graph.
  4. Draw Line: Draw the line.\newlineConnect the two points with a straight line.\newlineThis line represents all solutions to the equation y=5x−3y=5x-3.

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