Table of Values -> Exponential Equation
Today we derived transferring from a table of values of a geometric sequence (ie. exponential) to an exponential function of the form:
y = ab^(x/n)
Where:
a = the value of y when x=0
b = the common ratio between subsequent terms (divide present term by previous term)
n = the change in the values of x
Homework:
p.136#30, p.135 #26 (equation only)
y = ab^(x/n)
Where:
a = the value of y when x=0
b = the common ratio between subsequent terms (divide present term by previous term)
n = the change in the values of x
Homework:
p.136#30, p.135 #26 (equation only)
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