Mathematics

Mathematics

Problem

A function pp has the following values near x=−1x=-1.
x–1.10–1.05–1.01–0.99–0.95
p(x)–4.02–4.01–4.0004–3.9996–3.99
Let q(x)=k+p(x)q(x)=k+p(x). Determine the constant kk so that lim⁡x→−1q(x)=0\displaystyle \lim_{x\to -1} q(x)=0.

Browse the problem library