Let with constant and let

MATHEMATICS · Single correct · US High School · Algebra 1 · Functions · Functions

Problem

Let g(x)=kx+2g(x)=kx+2 with constant kk and let f(u)=1uf(u)=\dfrac{1}{u}. For which value of kk does lim⁡x→1f(g(x))=15\displaystyle \lim_{x\to 1} f\bigl(g(x)\bigr)=\dfrac{1}{5}? (a) k=−95k=-\dfrac{9}{5} (b) k=5k=5 (c) k=3k=3 (d) k=−59k=-\dfrac{5}{9}

Related theory

Browse the problem library