2 A diver is planning to make a descent from sea level by intervals. Each interval will change her elevation by -15 ft. At the end of the descent, she does not wish to be lower than -100 ft. How can you write an inequality that could be used to find the possible number of intervals in her dive? What is the solution? Identify the unknown and use a variable to represent it in an inequality. Step 1 Step 2 in the diver's trip is unknown. What quantity is unknown? The number of Let n represent the number of intervals in the diver's descent. Since each descent changes her elevation by -15 ft, the whole descent will change her elevation by ft. ep 3 At the end of the descent, the diver's elevation will be no lower than -<100 ft. Use the expression you wrote for the diver's total change in elevation and write an inequality setting it no lower than <100: Solve the inequality by dividing both sides by -15. Remember that dividing by a negative number reverses the direction of the inequality sign. The number of dives must be a whole number. Round the answer down: How can you write an inequality that could be used to find the possible number of intervals in mer dive? What is the solution? Discuss Financi Literac Elev
2 A diver is planning to make a descent from sea level by intervals. Each interval will change her elevation by -15 ft. At the end of the descent, she does not wish to be lower than -100 ft. How can you write an inequality that could be used to find the possible number of intervals in her dive? What is the solution? Identify the unknown and use a variable to represent it in an inequality. Step 1 Step 2 in the diver's trip is unknown. What quantity is unknown? The number of Let n represent the number of intervals in the diver's descent. Since each descent changes her elevation by -15 ft, the whole descent will change her elevation by ft. ep 3 At the end of the descent, the diver's elevation will be no lower than -<100 ft. Use the expression you wrote for the diver's total change in elevation and write an inequality setting it no lower than <100: Solve the inequality by dividing both sides by -15. Remember that dividing by a negative number reverses the direction of the inequality sign. The number of dives must be a whole number. Round the answer down: How can you write an inequality that could be used to find the possible number of intervals in mer dive? What is the solution? Discuss Financi Literac Elev
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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