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"OIL SPILLS In calm waters, the oil spilling from the ruptured hull of a grounded tanker spreads in all directions. Assuming that the area polluted is a circle and that its radius is increasing at a rate of 2ft /sec, determine how fast the area is increasing when the radius of the circle is 40 ft." Directions • Partial answer(s) for this problem is (

"OIL SPILLS In calm waters, the oil spilling from the ruptured hull of a grounded tanker spreads in all directions. Assuming that the area polluted is a circle and that its radius is increasing at a rate of 2ft /sec, determine how fast the area is increasing when the radius of the circle is 40 ft." Directions • Partial answer(s) for this problem is (

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Topic Week 5 Discussion - Group X + /groups/38962/discussion_topics/1253226?module_item_id=4416948 F2 X #m 3 The intent of this is discussion is for students to work out a Calculus problem together. You cannot view your peer's replies until you make your own reply. Problem to Work Out E D Textbook problem 3.3.79: "OIL SPILLS In calm waters, the oil spilling from the ruptured hull of a grounded tanker spreads in all directions. Assuming that the area polluted is a circle and that its radius is increasing at a rate of 2ft /sec, determine how fast the area is increasing when the radius of the circle is 40 ft." F3 ● ● Directions Partial answer(s) for this problem is/are: 160 ft²/sec. Please work out this problem and explain, in writing, how we can solve this problem. See the Weekly Discussion Instructions for complete instructions and rubric. You were randomly assigned to a group for this discussion. However, you will not be able to see responses from other students in your group until you post your initial response to the discussion prompt. • If there is a graph or image that is required by the problem, please be sure to embed your graph or image in your initial post. 。 Attached documents, files, graphs or images will not be graded. . • Be sure that your posts are in your own words; copying is plagiarism. Submit your initial post by the discussion due date. Review other responses and reply to self with corrections. Provide high-quality feedback after the discussion initial post due date, but before the discussion feedback due date. ● Search entries or author Ponly DII 4₹ F4 R F Q Search JL C V FS % 5 € T G 0 6 B Unread F6 Y H 7 N U ģ J F8 * 00 8 H 1 M f F9 9 K prt sc F10 O < alt Ps W X Pa L home F11 P V ctri end E 3 F12 W { [ ? English insert = 64 pg up 1 eo O delete backspace num lock enter CE shift A pg dn 11:39 AM 3/11/2023 +1- G X @ 2
Transcribed Image Text:Topic Week 5 Discussion - Group X + /groups/38962/discussion_topics/1253226?module_item_id=4416948 F2 X #m 3 The intent of this is discussion is for students to work out a Calculus problem together. You cannot view your peer's replies until you make your own reply. Problem to Work Out E D Textbook problem 3.3.79: "OIL SPILLS In calm waters, the oil spilling from the ruptured hull of a grounded tanker spreads in all directions. Assuming that the area polluted is a circle and that its radius is increasing at a rate of 2ft /sec, determine how fast the area is increasing when the radius of the circle is 40 ft." F3 ● ● Directions Partial answer(s) for this problem is/are: 160 ft²/sec. Please work out this problem and explain, in writing, how we can solve this problem. See the Weekly Discussion Instructions for complete instructions and rubric. You were randomly assigned to a group for this discussion. However, you will not be able to see responses from other students in your group until you post your initial response to the discussion prompt. • If there is a graph or image that is required by the problem, please be sure to embed your graph or image in your initial post. 。 Attached documents, files, graphs or images will not be graded. . • Be sure that your posts are in your own words; copying is plagiarism. Submit your initial post by the discussion due date. Review other responses and reply to self with corrections. Provide high-quality feedback after the discussion initial post due date, but before the discussion feedback due date. ● Search entries or author Ponly DII 4₹ F4 R F Q Search JL C V FS % 5 € T G 0 6 B Unread F6 Y H 7 N U ģ J F8 * 00 8 H 1 M f F9 9 K prt sc F10 O < alt Ps W X Pa L home F11 P V ctri end E 3 F12 W { [ ? English insert = 64 pg up 1 eo O delete backspace num lock enter CE shift A pg dn 11:39 AM 3/11/2023 +1- G X @ 2
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