Now you are going to analyze and solve a situation of inverse proportionality, and work with its corresponding algebraic expression. Exercise 2. The excursion. It

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The inverse of a function f is usually denoted by f -1 and is read f inverse. (Note that the superscript -1 in f -1 is not an exponent). Suppose

x

If we want to find the path of a function we have to find the domain of its inverse function. If two functions are inverses their composition is the function

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Mathematics is the study of numbers, shapes, and patterns. It is used to solve problems in a variety of fields, including science, engineering, and business.

An inverse proportionality function is a function that relates two inversely proportional quantities. Its algebraic expression is of the type ( k

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The inverse proportionality function relates two inversely proportional quantities. Its algebraic expression is: Its graph is a hyperbola. The domain and path are all reals except 0. It is an odd function: f(-x)=k/(-x)=-f(x).

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