What does the midline, period, amplitude, and horizontal shift of a graph represent in the real world? For example, if I'm evaluating a sin function graph, and the points on the scatter plot represent temperatures for a certain city from one year to the next, what do the terms really represent?
What does the midline, period, amplitude, and horizontal shift of a graph represent in the real world? For example, if I'm evaluating a sin function graph, and the points on the scatter plot represent temperatures for a certain city from one year to the next, what do the terms really represent?
What does the midline, period, amplitude, and horizontal shift of a graph represent in the real world? For example, if I'm evaluating a sin function graph, and the points on the scatter plot represent temperatures for a certain city from one year to the next, what do the terms really represent?
What does the midline, period, amplitude, and horizontal shift of a graph represent in the real world? For example, if I'm evaluating a sin function graph, and the points on the scatter plot represent temperatures for a certain city from one year to the next, what do the terms really represent?
Expression, rule, or law that gives the relationship between an independent variable and dependent variable. Some important types of functions are injective function, surjective function, polynomial function, and inverse function.
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