SOLUTION: {{{g(x) =(10x-2.2) /(10x-4.84) ^2}}} 1. Find the increasing and decreasing point. 2. Find the concave downward and concave upward. 3. There is an inflection point when x=?

Algebra ->  Testmodule -> SOLUTION: {{{g(x) =(10x-2.2) /(10x-4.84) ^2}}} 1. Find the increasing and decreasing point. 2. Find the concave downward and concave upward. 3. There is an inflection point when x=?       Log On


   

Question 1041957: g%28x%29+=%2810x-2.2%29+%2F%2810x-4.84%29+%5E2
1. Find the increasing and decreasing point.
2. Find the concave downward and concave upward.
3. There is an inflection point when x=?
Been struggling with this question a while.
Thankyou for looking over!
Answer by stanbon(75887) About Me  (Show Source):
You can put this solution on YOUR website!
g(x) =(10x-2.2) /(10x-4.84) ^2}}}
graph%28400%2C400%2C-2%2C2%2C-10%2C20%2C%2810x-2.2%29%2F%2810x-4.84%29%5E2%29
Horizontal asymptote:: y = 0
Vertical asymptote:: x = 0.484
1. Find the increasing and decreasing point.
Increasing:: (-oo,0.484)
Decreasing:: (0.484,+oo
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2. Find the concave downward and concave upward.
Downward none
Upward:: (-oo,0.484)U(0.484,+oo)
-----------------------------
3. There is an inflection point when x=?
None
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Cheers
Stan H.
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