Extension Of The Manclaurin Series Of The Natural Exponential Function To Exponential Functions

[Renegade343]

So, most people that study math in university (more for the undergraduates) will recognise this equation: 

 

 

But what about a^x, a ∈ ℝ? Can we approximate this? The answer is: Yes, using similar methods for approximating e^x: 

 

 

This might be helpful for those studying math. And that helped to speed up a slow Saturday a bit. 

 

Edited August 29, 2015 by Renegade343

[IceDragonofAmber]

[tyny89]

sooo...eh.....

wat?

Edited August 29, 2015 by tyny89

[StinkyPygmy]

 

(Thanks for tying to EJUMACATE us ingrates though Renegade. I always look forward to your threads like these, even though I don't have a clue whats going on)

[Vyrn]

neat

[Fraank]

a ∈ ℝ/{0}

besides, you will never need it again in your life

[5h1n0k4m1]

 

sooo...eh.....

wat?

as he said

So, most people that study math in university (more for the undergraduates) will recognise this equation:

*snip*

This might be helpful for those studying math. And that helped to speed up a slow Saturday a bit.