find domain of f(x) = 1+ e ^(-x)
All real numbers. There's no restriction on what you can plug in for x
can you show work for me ?
There's not really any work, you just look at it and say i can put any x value in there and get a valid output...
can you help me 1 more problem ?
$3500 is invested at the rate of 9% compounded continuously . What is the balance at the end of 18 years ?
I think you would use \[\large A=Pe^{rt}\] \[\huge A=3500e^{.09*18}\]
thkss i got before you reply =))
Yeah sorry had to look it up =/
log (3x+7 ) + log ( x-2 )...solve x ???
Theres no equal sign
=1
sorry my bad ... log (3x+7 ) + log ( x-2 ) =1
ok well combine the left side \[\log [(3x+7)(x-2)]=1\] then apply base 10 exp. to both sides which will cancel the log \[(3x+7)(x-2)=10^1\]
Now what?
log = 10 ?
No...theres no more log we got rid of it, solve for x
ok ok thks so much , give you 10 medals
determine which of the following angles of t = 2pi/7
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