Question

Find the limit if it exists.

Answer 1

b. 27

Explanation:

When finding the limit of a function with no domain restrictions, just plug in the value and evaluate the function

2(2)³ + 2² + 7

2(8) + 4 + 7

16 + 4 + 7

27

Answer 2

the value of the given limit is 27

Explanation:

`\lim_(x \to 2) (2x^3+x^2+7)`

To find out the limit , we directly plug in 2 for x inside the given expression

`\lim_(x \to 2) (2x^3+x^2+7)`

`2(2)^3+(2)^2+7`

Evaluate the expression

`2(8)+4+7`

`27`

So, the value of the given limit is 27