on the graph how high the plane is at any time (the data). One can find the rate of climb as
a simple derivation. (Oh yes, this is Calculus!!)
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.PNG)
http://www.intmath.com/differentiation-transcendental/7-applications-derivatives-log-exponential.php
Monday, March 9, 2015
Applying ln
How logarithms simplify life would be the following example. One needs to keep in mind that a logarithmic function stores information about something that has changed. One can read
on the graph how high the plane is at any time (the data). One can find the rate of climb as
a simple derivation. (Oh yes, this is Calculus!!)
on the graph how high the plane is at any time (the data). One can find the rate of climb as
a simple derivation. (Oh yes, this is Calculus!!)
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