Mathematics

Mathematics

Problem

Let f(x)=5x+1f(x)=5x+1 and ε>0\varepsilon>0. Determine a value of δ>0\delta>0 expressed in terms of ε\varepsilon such that if 0<∣x−2∣<δ0<|x-2|<\delta, then ∣f(x)−11∣<ε|f(x)-11|<\varepsilon.

Browse the problem library