limit as x approaches 1+of (x+10)/(x+3) — step-by-step solution | Explain MAths

limit as x approaches 1+of (x+10)/(x+3)

Let's evaluate the limit of

\frac{x + 10}{x + 3}

when

x \to 1

⁺

The limit of

x + 10

is

1 + 10

when

x \to 1

⁺

⇥Let's evaluate:

1 + 10

⇥

11

The limit of

x + 3

is

1 + 3

when

x \to 1

⁺

⇥Let's evaluate:

1 + 3

⇥

4

So the limit of

\frac{x + 10}{x + 3}

is

\frac{11}{4}

when

x \to 1

⁺

▶Limit:

\frac{11}{4}

The numeric value of:

\frac{11}{4}

equals:

▷

2.75