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Unweighted GPA:** 3.7**

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4.0

SAT: **720 math**

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| **800 verbal**

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Low accuracy (4 of 18 factors)

Hey guys! My STEM classes are starting to get more data-intensive, and I've been dealing with graphs of dependent and independent variables a lot. However, I'm still not super solid on deeply understanding and interpreting these graphs. Could anyone explain to me some strategies or tips on how to get better in this area? Thanks in advance!

a month ago

Sure, let's demystify the features of a graph to help you understand them better. Graphs commonly provide a visual representation of data or relationships between variables. In most graphs, you have two axes, with the x-axis representing the independent variable and the y-axis representing the dependent variable.

1. **Understand the Variables:** The independent variable is the one that is manipulated or changed in the experiment, and the dependent variable is what is being measured - it changes based on the independent variable. Think of the independent variable as the cause and the dependent variable as the effect.

2. **Examine the Axes Labels:** Look at how the graph is labeled and understand the units of measurement. The x-axis label indicates what the independent variable is, and the y-axis label indicates what the dependent variable is.

3. **Check the Scale:** Different scales can drastically change the appearance of a graph. Make sure to note the units and intervals used on both axes.

4. **Examine Key Graph Components:** Make sure you understand what the line, curve, or bars represent in the graph – they illustrate the relationship between the variables.

5. **Study the Trend:** Look for the overall trend or the pattern presented. Is it an increasing trend, decreasing trend, or no trend at all? Is the pattern linear (forming a straight line), non-linear (forming a curved line), or random (with no specific pattern)?

6. **Analyze the Relationship:** If the variables are directly proportional, the graph will slope upwards, meaning as one variable increases, the other does too. If inversely proportional, the graph will slope downwards, meaning as one increases, the other decreases.

Remember, interpretation depends on context, but once you have a grip on these aspects, you should be able to better understand and use graphs of dependent and independent variables. The key is to keep practicing: the more graphs you interpret, the more comfortable you'll become with them. Happy studying!

a month ago

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