7. The wind speed w(d) measured in miles per hour near the center of a tornado is related to the distance d in miles the tornado travels by the equation w(d) = 25 In(d) + 65. On March 18, 1925, a tornado whose wind speed was 198 miles per hour struck the Midwest. Algebraically, determine how far the tornado traveled, to the nearest mile. A- O V
7. The wind speed w(d) measured in miles per hour near the center of a tornado is related to the distance d in miles the tornado travels by the equation w(d) = 25 In(d) + 65. On March 18, 1925, a tornado whose wind speed was 198 miles per hour struck the Midwest. Algebraically, determine how far the tornado traveled, to the nearest mile. A- O V
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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![7. The wind speed w(d) measured in miles per hour near the center of a tornado is related to the distance d in miles the tornado travels by the
equation w(d) = 25 In(d) + 65. On March 18, 1925, a tornado whose wind speed was 198 miles per hour struck the Midwest. Algebraically,
determine how far the tornado traveled, to the nearest mile.
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BIUSX, x 9 A A-
Format
Font
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Transcribed Image Text:7. The wind speed w(d) measured in miles per hour near the center of a tornado is related to the distance d in miles the tornado travels by the
equation w(d) = 25 In(d) + 65. On March 18, 1925, a tornado whose wind speed was 198 miles per hour struck the Midwest. Algebraically,
determine how far the tornado traveled, to the nearest mile.
Size
BIUSX, x 9 A A-
Format
Font
L|に :|=|= 加
日|田=||
Unloadimage
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