hmmm ...
ok then i should do lim f(x) - g(x) = lim f(x) - lim g(x)
= lim sf(a-b(x+h)) * sf(a-b(x+h)/ h sf(a-b(x+h)) * lim sf(a-bx) * sf(a-bx)/ h sf(a-bx)
= lim a-bx+bh / h sf(a-bx+bh) * lim (a-bx) / h sf(a-bx)
I don't know how to cancel h
Homework Statement
Find the derivative from first principles, i.e, from the definition of f ' as a limit, for f(x)= [tex]\sqrt{}a-bx, where a and b are positive constants. What are the domains of f and f ' ?
The Attempt at a Solution
I solved:
f(x) = \sqrt{a-bx} ---> f(x+h) =...
I haven't touched any math since 2000. Should I take calculus now or go back to pre cal to refresh my memory?
I wasn't bad in math in high school or first year of college (1999) at all. Would it be fine if I can review by myself? any suggestion book to review?
Thanks.
Another one:
Water can be decomposed by the passage of an electric current according to the equation 2H2O (l) ---> 2H2 (g) + O2 (g)
How many moles of H2 (g) can be produced from the passage of 4.8*10^21 electrons?
I solved:
4.8*10^21 / 6.022*10^23 * 2 = 1.6*10^-2 mol
What did I do wrong?
Which pair of solutions forms a buffer solution when equal volumes of each are mixed?
a. 0.20 M HCl and .20 M NaOH
b. 0.40 M HC2H3O2 and 0.20 M NaOH
c. 0.20 M HCl and 0.20 M NH3
d. 0.40 M HCl and 0.20 M NH3
Thanks