Identify the correct equation that the parameter must satisfy for the function f(x)=…

MATHEMATICS · Single correct · AP · Calculus AB · Limits and Continuity · Limits and Continuity

Problem

Identify the correct equation that the parameter kk must satisfy for the function f(x)={kx+1,x<2,k+5,x≥2f(x)= \begin{cases} kx+1, & x<2,\\ k+5, & x\ge 2 \end{cases} to be continuous at x=2x=2. (a) (2k+1)=5(2k+1)=5 (b) (2k+1)=(k+5)(2k+1)=(k+5) (c) (2k)=(k+5)(2k)=(k+5) (d) (2k+1)=5k(2k+1)=5k

Related theory

Browse the problem library