1. Suppose that g is the function given by the graph below. Use the graph to fill in the blanks in the following sentences.

1. Suppose that g is the function given by the graph below. Use the graph to fill in the blanks in the following sentences.

Calculus Analytic Geometry Homework

  • As x gets closer and closer (but not equal) to −1, g(x) gets as close as we want to.
  • As x gets closer and closer (but not equal) to 0, g(x) gets as close as we want to.
  • As x gets closer and closer (but not equal) to 2, g(x) gets as close as we want to.

2. Fill in the table and guess the value of the limit:

Calculus analytic geometry homework

3. Evaluate the limit, if it exists. If not, enter DNE

Calculus Analytic Geometry Homework

x → 0:
x → 2:

4. Use the following graph to find limits(Enter DNE if the limit does not exist).

Calculus Analytic Geometry Homework

x → −2:
x → 0:
x → 3:
x → 5:

5. Evaluate the limit

Calculus Analytic Geometry Homework

Enter I for ∞, -I for −∞, and DNE if the limit does not exist

6. Use the following graph to find limits(Enter DNE if the limit does not exist).

Calculus Analytic Geometry Homework

x → −5:
x → −3:

7. Let F be the function below.

Calculus Analytic Geometry Homework

Evaluate each of the following expressions:

Evaluate each of the following expressions:
a) lim
x→−1−
F(x) = help (limits)
b) lim
x→−1+
F(x) =
c) lim
x→−1
F(x) =
d) F(−1) =
e) lim
x→1−
F(x) =
f) lim
x→1+
F(x) =
g) lim
x→1
F(x) =
h) lim
x→3
F(x) =
i) F(3) =

8. Use the following graph to find limits (Enter DNE if the limit does not exist).

Calculus Analytic Geometry Homework

x → −2:
x → 0:
x → 3:
x → 5:

9. Consider the function y = f(x) with the graph below. (Click on graph to enlarge)

Calculus Analytic Geometry Homework

What are the following limits? If the limit does not exist, type DNE.
yha pr bhi

10. Consider the function f(x) = −4

Calculus Analytic Geometry Homework

Compute the indicated limits. Use INF for infinity, if necessary. If the limit does not exist, enter DNE.
lim
x→2+
f(x) =
lim
x→2−
f(x) =
lim
x→2
f(x) =

11. Consider the function f(x) = −1 x−2

Calculus Analytic Geometry Homework

Compute the indicated limits. Use INF for infinity, if necessary. If the limit does not exist, enter DNE.
lim
x→2+
f(x) =
lim
x→2−
f(x) =
lim
x→2
f(x) =

12. Compute the limit. Enter INF for infinity.

Calculus Analytic Geometry Homework

13. George bra web code Move the points A, B and C to construct the
graph of the function below.

Calculus Analytic Geometry Homework

The post 1. Suppose that g is the function given by the graph below. Use the graph to fill in the blanks in the following sentences. appeared first on The Writer.

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