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Mixed Review: WRITING EQUATIONS FOR LINES NAME:DATE:PERIOD:For #1 4, use the graph at right.B(graph is in 1 units)A 1. ___2. ___CSlope of AC.Slope of DA.3. ___Slope of BD.4. ___Slope of BC.DFor #5
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How to fill out writing equations from graphs

01
Identify key points on the graph such as intercepts, maximum/minimum points, and any other significant points.
02
Use the slope formula (change in y divided by change in x) to find the slope of the line.
03
Choose a point on the graph and use the point-slope form: y - y1 = m(x - x1) to write the equation of the line.
04
Substitute the values of the slope and the chosen point into the equation to find the final equation of the line.

Who needs writing equations from graphs?

01
Students studying algebra or precalculus who need to understand how to write equations from graphs.
02
Scientists and researchers who use graphs to represent data and need to find the equation of a line or curve from the graph.
03
Engineers who need to analyze and represent data graphically and mathematically.
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Writing equations from graphs involves interpreting the graphical representation of data and expressing the relationships depicted in the graph as mathematical equations.
Individuals or entities that need to summarize their data visually and require mathematical models for analysis are generally expected to file writing equations from graphs.
To fill out writing equations from graphs, one should analyze the graph, determine the key points or trends, and then formulate the corresponding equations that relate those points or trends.
The purpose of writing equations from graphs is to translate visual data into a mathematical format, making it easier to analyze, predict, and draw conclusions based on the data.
The information that must be reported typically includes the equation itself, relevant variables, and sometimes other statistics or metrics that summarize the data represented in the graph.
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