Comparing Properties Of Linear Functions

What Are Linear and Exponential Functions?

A linear part is graphed as a direct line and contains one independent variable and ane dependent variable, whereas an exponential function has a rapid increase or decrease along a curved line in a graph. Linear functions, or equations, accept the grade "y = a + bx," in which "ten" is the dependent variable that changes with the value of "b." The simplest exponential function is "y = 2^ten."

Linear functions are used in economics and business to summate expenditures, revenues and profits. For example, the overall profit can be expressed as a linear equation based upon the revenue minus the toll of units sold. For instance, consider a bookstore that spent $2 per book to stock the item and sold the book for $5. The linear equation for the bookstore's turn a profit would be "y=5x-2z," where y is the total turn a profit, x is the total number of units sold and z is the full number of units bought.

Exponential functions modify more rapidly than linear functions. Instead of a gradual charge per unit, every time the exponential variable increases, the result is multiplied several times instead of added. Ii squared is four, 2 cubed is eight and two to the fourth ability is 16. In an exponential equation with 2 as the base, every variable increase doubles the previous effigy. Instead of a gradual directly line, the graph of an exponential function goes upward or downward very quickly.

Comparing Properties Of Linear Functions,

Source: https://www.reference.com/world-view/linear-exponential-functions-c213ccdbda0a337f?utm_content=params%3Ao%3D740005%26ad%3DdirN%26qo%3DserpIndex&ueid=f9ab548e-702a-44cc-9c28-695de8d6ea60

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