This preview has intentionally blurred sections. Sign up to view the full version.
View Full Document
Unformatted text preview: x e K = or 10 x K = where K is a constant 6 – 7, Lab 6 – 3, 4 Solve exponential equations of the form ( ) ( ) f x g x M N = or ( ) f x M K = where M, N & K are constants 8 – 9, Lab 6 – 5, 6 Solve log equations of the form ( ( )) b Log f x K = where K is a constant 10 – 11, Lab 6 – 7, 8 Solve log equations of the form ( ( )) ( ( )) b b Log f x Log g x = 12 – 15, Lab 6 – 9, 10 4.5 Solve application problems using exponential growth equations: kt A A e = , finding A, k or t 1 – 7, Lab 7 – 1 Solve application problems using exponential decay equations: kx A A e= , finding A, k or t 8 – 15 Solve application problems using logistic growth equations: ( ) 1 kt c f x be= + , finding f(x), c, t Lab 7 – 3 Solve application problems using compound interest equations: 1 nt r A P n = + ÷ , finding A, P, t Lab 7 – 2...
View
Full Document
 Fall '12
 LisaJuliano
 Math, Exponential Function, Derivative, Exponential Functions, Transformations, Exponentiation, Natural logarithm

Click to edit the document details