Solving Problems With Linear Functions

Solving Problems With Linear Functions-19
To answer these and related questions, we can create a model using a linear function.Models such as this one can be extremely useful for analyzing relationships and making predictions based on those relationships.

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The rate of change is constant, so we can start with the linear model \(M(t)=mt b\).

Then we can substitute the intercept and slope provided.

To find the x-intercept, we set the output to zero, and solve for the input.

How can we write a linear model to represent her situation?

What would be the x-intercept, and what can she learn from it?


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