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Larson_Calculus_10e ch01sec02
MULTIPLE CHOICE
1. Complete the table and use the result to estimate the limit.
2. Complete the table and use the result to estimate the limit.
3. Complete the table and use the result to estimate the limit.
4. Determine the following limit. (Hint: Use the graph to calculate the limit.)
5. Let
Determine the following limit. (Hint: Use the graph to calculate the limit.)
6. Let
Determine the following limit. (Hint: Use the graph to calculate the limit.)
7. Determine the following limit. (Hint: Use the graph to calculate the limit.)
8. A ring has a inner circumference of 10 centimeters. What is the radius of the ring? Round your answer
to four decimal places.
9. A ring has a inner circumference of 9 centimeters. If the ring’s inner circumference can vary between 8
centimeters and 10 centimeters how can the radius vary? Round your answer to five decimal places.
Radius can vary between 6.48456 centimeters and 10.13212 centimeters.
Radius can vary between 1.59577 centimeters and 1.78412 centimeters.
Radius can vary between 1.27324 centimeters and 1.59155 centimeters.
Radius can vary between 2.54648 centimeters and 3.18310 centimeters.
Radius can vary between 0.43239 centimeter and 2.43239 centimeters.
10. A sphere has a volume of 4.76 cubic inches. What is the radius of the sphere? Round your answer to
four decimal places.
11. A sphere has a volume of 4.44 cubic inches. If the sphere’s volume can vary between 3.64 cubic inches
and 5.04 cubic inches , how can the radius vary? Round your answer to five decimal places.
Radius can vary between 0.93219 inch and 1.09691 inches.
Radius can vary between 0.21960 inch and 1.61960 inches.
Radius can vary between 1.69081 inches and 1.98957 inches.
Radius can vary between 1.51481 inches and 1.68837 inches.
Radius can vary between 0.95427 inch and 1.06361 inches.
14. What is the limit of as x approaches ?
15. Tha graph of is shown in the figure. Find such that if , then
.
1 2 3 4 5–1–2–3–4–5 x
1
2
3
4
5
–1
–2
–3
–4
–5
y