SOLUTION: Approximate f(x)to 4 decimal places- f(x)= e power of x + e power -x/2 x= -0.1

Algebra ->  Exponential-and-logarithmic-functions -> SOLUTION: Approximate f(x)to 4 decimal places- f(x)= e power of x + e power -x/2 x= -0.1      Log On


   



Question 789346: Approximate f(x)to 4 decimal places-
f(x)= e power of x + e power -x/2
x= -0.1

Answer by Alan3354(69443) About Me  (Show Source):
You can put this solution on YOUR website!
f%28x%29=+%28e%5Ex+%2B+e%5E%28-x%29%29%2F2
x= -0.1
f(-0.1) =~ 1.005
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= hyperbolic cosine (cosh)
cosh(-0.1) = 1.005