Question Number 10094 by Tawakalitu ayo mi last updated on 23/Jan/17

Prove that if lim_(x→a) f_1 (x) = L_1 and lim_(x→a) f_2 (x) = L_2 then lim_(x→a) [f_1 (x)+f_2 (x)] = L_1 +L_2

Answered by sandy_suhendra last updated on 23/Jan/17

lim_(x→a) [f_1 (x)+f_2 (x)] =lim_(x→a) f_1 (x) + lim_(x→a) f_2 (x) ⇒ limit theorem = L_1 + L_2

Commented byTawakalitu ayo mi last updated on 23/Jan/17

God bless you sir