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Use a graphing device to solve the system, correct to the nearest hundredth. {x-y²=10 {x=1/22 y+12

User Jerryjvl
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Final answer:

To solve the given system of equations, graph both equations on the same set of axes and find the points of intersection.

Step-by-step explanation:

To solve the system using a graphing device, we need to graph both equations on the same set of axes and find the points of intersection. The first equation is x - y² = 10, and the second equation is x = 1/22 y + 12.

  1. Graph the equation x - y² = 10 by solving for y and plotting the points. Start with various values for x and find the corresponding y values. Connect the points to form a curve.
  2. Graph the equation x = 1/22 y + 12 by solving for x and plotting the points. Start with various values for y and find the corresponding x values. Connect the points to form a straight line.
  3. Find the points of intersection between the curve and the line. These are the solutions to the system of equations. Use a graphing device to find the coordinates of the points of intersection. Round to the nearest hundredth.

User MungoRae
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