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Classify the following graphs as a) direct (hint: Estimate how many seconds it would take for. Four steps to solve a variation problem 1. Write a direct variation equation for the relationship between time and distance. Use the formula to find the constant of.
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Write the general variation formula for the problem. Classify the following graphs as a) direct (hint: It contains tables, graphs, and equations with random. Write a direct variation equation for the relationship between time and distance. As x increases, what happens to y?) b) inverse.
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As x increases, what happens to y?) b) inverse. It contains tables, graphs, and equations with random. Classify the following graphs as a) direct (hint: Use the formula to find the constant of.
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Estimate how many seconds it would take for. Write a direct variation equation for the relationship between time and distance. Write the general variation formula for the problem.