To provide suitable answers, we need to analyze the information about the graph and the slope triangles, although I don’t have access to the specific graph you are referring to. Usually, the information provided leads to the following typical answers:
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What is the slope of the graph?
- The slope can be calculated based on the rise over run from two points on the graph. If we assume the slope is expressed as a fraction, for example, you might find it to be something like \( \frac{4}{3} \).
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What is b if the y-intercept is (0, b)?
- The value of b is the y-coordinate of the y-intercept. If the y-intercept is given, for example, as (0, 2), then b = 2.
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We would shift the graph up ____ units to make this proportional.
- This typically means what needs to be added to y-values to maintain a proportional relationship, often it could be the value of the original y-intercept or a specific constant.
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The slope triangles show that ___/9 = 4/3.
- To complete this, you need to set the unknown side of the triangle that corresponds to the rise in the slope triangle. If you solve for it, this could be 12, as \( \frac{12}{9} = \frac{4}{3} \), or another answer based on your provided triangles.
Please use these patterns to input the correct numerical values that correspond to your specific graph data. If you have more specific details or numbers from the graph, I can help you refine these answers further!