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Chapter 1: Problem 52

Explain how to graph an equation in the rectangular coordinate system.

Short Answer

Expert verified
To graph an equation in the rectangular coordinate system, identify the equation type, determine key points (including intercepts), plot these points on the graph, then draw the line or curve. Remember, the shape of your graph will depend on the type of equation.

Step by step solution

01

Identify the type of equation

The first step is to work out the type of equation. It could be linear, quadratic, exponential, etc. Depending on its type, the equation will shape differently on the graph.
02

Determine key points

Once it is clear what kind of equation you are dealing with, the next step is to determine key points that the line or curve will pass through. These points can be derived from the equation itself. For simple linear equations, find the 'x' and 'y' intercepts. For quadratic equations, find the vertices and roots.
03

Plot the points

Using the points obtained in the previous step, plot these on the coordinate system. Start with the intercepts and other key points that have been determined.
04

Sketch the graph

The final step is to sketch the graph based on the plotted points. Draw a line or curve that passes through all the plotted points. Ensure that the line or curve accurately reflects the type of equation (linear, quadratic, etc.) - it's a straight line for a linear equation, a parabola for a quadratic equation, etc.

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Most popular questions from this chapter

In Exercises \(1-8,\) add or subtract as indicated and write the result in standard form. $$(3+2 i)-(5-7 i)$$

In Exercises \(1-8,\) add or subtract as indicated and write the result in standard form. $$15 i-(12-11 i)$$

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In Exercises \(54-56,\) perform the indicated operations and write the result in standard form. \((8+9 i)(2-i)-(1-i)(1+i)\)

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