I have trouble making since of this but say you to compute the work to take some liquid from a tank underground to ground level laying horizontally...
In some methods they expand the denom. to 3(1 - y^2/3) and somehow manage up sqrt 3 where that comes from no idea Ill analyze your steps
Ah good ole rpenner with his excellent help. I figured using the tables would be the best option in this case, kind of makes sense why we are...
I am currently working through my calculus book, which covers the table of integrals. For every problem nearly besides a few manipulations of the...
Thanks fellas is it ok if I assumed a length of the fence was used because it was on the river instead of a width
A farmer has 2400 m of fence he wants to use to enclose rectangular plot for his horses one border is alongside a river to fence needed what...
It seem you are correct the power of -1/2
Thanks! :m: Care to check this one? y=\sqrt{3e^x-x^\pi} y\prime=\frac{1}{2}(3e^x-x^\pi) * (3e^x-\pi^{\pi-1})
someone please check this derivative for me the function is f(x)=exp(2x)ln(10x^2+3)...
exp(5z) , exp(-z) exp(5)exp(z) exp(-1)exp(z) ?
Thanks fellas im just gonna keep getting confused as such here \sqrt{z} * e^{-z} I found the derivative to be...
HEY!!! someone please reply back quick I think i stumbled upon of a way to think about the chain rule technically you keep taking the outside...
I understand what you mean that i have to use the chain rule to chain together these 3 function so to say but I now have to understand when to use...
You see now thats where i get confused I understand the chain just having 2 functions in basic problems like this f(x) and g(x) and that f(x) =...
I have the very basic of the chain rule understood however the functions with powers that contain equation confuse the hell out of me I hope to get...
I get confused understand the chain rule with using the natural log for such examples as these f(x)=2^{-\theta} and f(x)=3^{(2x+7)}...
Someone care to explain this last step of how it get simplified to this there (2^x)(3^) with another pair just like this and how can it equal...
Would the derative of this function y=4^{x^2} be y\prime=(4^{x^2})(2x)
Oh now I see got my power rules mixed up with exponential rules for undefined constants Thanks for the clarification Appreciate it james and pete!
f\prime(x) = (x^{\pi^{2}})ln(x) + (\pi^{2}^{x})ln(\pi^{2}) ? Thats what I get but the solution says...
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