Based on data from Hurricane Katrina, the function defined by w(x) = -1. 19x +990 gives the wind speed w(a) (in mph) based on the barometric pressure a (in millibars, mb). Blank #1: Approximate the wind speed for a hurricane with barometric pressure of 700 mb. The wind speed for a hurricane with a barometric pressure of 700 is mph. Blank #2: Approximate the barometric pressure for a hurricane with wind speed 70 mph. Round to the nearest mb. The barometric pressure for a hurricane with wind speed 70 mph is approximately Blank # 11 Blank #2 mb.

Trigonometry (MindTap Course List)
10th Edition
ISBN:9781337278461
Author:Ron Larson
Publisher:Ron Larson
ChapterP: Prerequisites
SectionP.7: A Library Of Parent Functions
Problem 47E
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Question
Based on data from Hurricane Katrina, the function defined by
w(x) = -1. 19x +990 gives the wind speed w(x) (in mph) based on the
barometric pressure X (in millibars, mb).
Blank #1: Approximate the wind speed for a hurricane with barometric pressure of
700 mb.
The wind speed for a hurricane with a barometric pressure of 700 is
mph.
Blank #2: Approximate the barometric pressure for a hurricane with wind speed
70 mph. Round to the nearest mb.
The barometric pressure for a hurricane with wind speed 70 mph is approximately
Blank # 11
Blank # 2
mb.
Question 6 (
Using the function from Question 5: Write a function representing the inverse of w
and interpret its meaning in context.
-
-
-
-
Transcribed Image Text:Based on data from Hurricane Katrina, the function defined by w(x) = -1. 19x +990 gives the wind speed w(x) (in mph) based on the barometric pressure X (in millibars, mb). Blank #1: Approximate the wind speed for a hurricane with barometric pressure of 700 mb. The wind speed for a hurricane with a barometric pressure of 700 is mph. Blank #2: Approximate the barometric pressure for a hurricane with wind speed 70 mph. Round to the nearest mb. The barometric pressure for a hurricane with wind speed 70 mph is approximately Blank # 11 Blank # 2 mb. Question 6 ( Using the function from Question 5: Write a function representing the inverse of w and interpret its meaning in context. - - - -
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