Exammple of a function continuous over (- infinity, + infinity)
Proove that f(x)=|x| (Absolute value of x) is continuous over the interval (- infinity, + infinity)
Determine whether the series Sum(n!/n^n) n=1..infinity is absolutely convergent, conditionally convergent or divergent.
Integration By Trigonometric Substitution: Solving Trickier Problems?
Hello! I'm having trouble using Trigonometric Substitution to find the anti-derrivative of non-simple integrands. For details on my situation, please consult my missive, which I've included as an attachment in MS Word '95 (WordPad compatible) and Adobe PDF (ver 3+) files. (The files contain identical information; if you can r ...continues
Estimating Limit of a function from Graphs and Tables of data
Let y=f(x)=x^2+3 Find Limit of f(x) as x approaches 2 using both graph and table
Evaluate Limit of [{x^2+3*x+2}/{13*x+8}] as x approaches 4
Find the slope of the line in the graph.
slope of the curve at a point on curve
Find the slope of the curve at point A in the graph.
Graph the function y=x^2 by tabulating the values
The domain and range of a square-root function
Let f(x)=sqrt(2*x-6) . Find the largest possible domain for f . Find its range. Also graph the function.
Evaluating limit of absolute value of x as x approaches 0.
Evaluate Limit of f(x)=|x|, where |x| is the absolute value of x, as x approaches 0.