Question

write the properties of limits​

Answer 1

Step-by-step explanation:

The limit of a function is designated by f(x)→L as x→a or using the limit notation: limx→af(x)=L.

Below we assume that the limits of functions limx→af(x), limx→ag(x), limx→af1(x), …, limx→afn(x) exist.

limx→a[f1(x)+… +fn(x)]=limx→af1(x)+… +limx→afn(x).

limx→a[f1(x)f2(x)⋯fn(x)]=limx→af1(x)⋅limx→af2(x)⋯limx→afn(x).

Answer 2

Properties of Limits :

• The limit of a function is designated by f(x)→L as x→a or using the limit notation: limx→af(x)=L.
• Below we assume that the limits of functions limx→af(x), limx→ag(x), limx→af1(x), …, limx→afn(x) exist.
• limx→a[f1(x)+… +fn(x)]=limx→af1(x)+… +limx→afn(x).
• limx→a[f1(x)f2(x)⋯fn(x)]=limx→af1(x)⋅limx→af2(x)⋯limx→afn(x).