You are not logged in.
999*(9+9/9)+9*9/9
That was an awesome proof,but i need one more favor,if f'(x)=f(x) and f(0)=1 than f(x)=a^x for some constant a,how do i prove this?
Proof from first principles will be better
Help me prove this:
for some constant a[i cannot use the fact this is ln(x)]Thanks,bobbym,my friend liked the proof and i liked the link.
I think he wants proof of the composition law
If
thenNo,i meant limit of f(g(x)) as x approaches a is equal to limit of f(y) as y approaches b.
I believe these are the answer:
a2 b5 c1 d6 e8 f4 g7 h3.
My friend wants proof of this statement but i don't know how to prove it,can anyone help- If the limit of g(x) as x tends to a is b than the limit of f(g(x)) as x tends to a and the limit of f(y) as y tends to b is same
I'm not very good at english,do you want to match the two kinds of statements?
It's okay,and i know there are many other cases but i wanted to give johnathon some facts so that he can make a strategy and solve it himself
Thanks for the advice,bob bundy,i will try it.
I know how to prove linear functions are continuous
Thanks a lot bobbym
I'd love to go to that link but for some reason the link's words look weired and i can't read them.
I have been give a function f(x)=3x^3+x-2,how do i show it is a continuous function?
Well, n and n+1 don't have any common primes,which can be a starting point
Hi,johnathon bresly,do you know the formula
Hi,bob bundy,that's what i did too.
I have proved it,but i used calculus,do you want it?
Did the jeweler buy or made the necklace using $200 rupees?
I think it's either 800 or 1000
Oh,thanks,i thaught x^2 was the only one.