
2210 fall 2002 Exponential and log functions Exponential functions
... below, by rational numbers. If we exponentiate each of these rational numbers, we get a bounded increasing sequence of real numbers which therefore have a limit, and we call this limit 2x. One can prove with some work, that with this definition, 2x is a continuous increasing function, defined for al ...
... below, by rational numbers. If we exponentiate each of these rational numbers, we get a bounded increasing sequence of real numbers which therefore have a limit, and we call this limit 2x. One can prove with some work, that with this definition, 2x is a continuous increasing function, defined for al ...
Chapter 4 Polynomial and Rational Functions
... It is increasing over its domain if its slope is positive, i.e. m>0. It is decreasing over its domain if its slope is negative, i.e. m<0. It is constant over its domain if its slope is zero, i.e. m=0. ...
... It is increasing over its domain if its slope is positive, i.e. m>0. It is decreasing over its domain if its slope is negative, i.e. m<0. It is constant over its domain if its slope is zero, i.e. m=0. ...
CS173: Discrete Math - University of California, Merced
... where the initial term a and common ratio r are real numbers • Can be written as f(x)=a ∙ rx • The sequences {bn} with bn=(-1)n, {cn} with cn=2∙5n, {dn} with dn=6 ∙(1/3)n are geometric progression ...
... where the initial term a and common ratio r are real numbers • Can be written as f(x)=a ∙ rx • The sequences {bn} with bn=(-1)n, {cn} with cn=2∙5n, {dn} with dn=6 ∙(1/3)n are geometric progression ...
Algebra IIa - Kalkaska Public Schools
... Skills What do students have to be able to do connected to the ...
... Skills What do students have to be able to do connected to the ...