The stopping distance of a cortain car traveling at 60 miles per hour follows an approximately nomal distribution with a moan of 130 fect and a standard deviation of 5 font. Approximately what percent of the time does the car stop at a distance of between 120 foot and 140 feet? Submit

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Unit 4. Lesson 6: Areas in Histograms
Dustiny Oroecbu
15 of 18
Sext >
The stopping distance of a certain car traveling at 60
miles per hour follows an approximately nomal
distribution with a moan of 130 feet and a standard
deviation of 5 foet. Approximately what percent of the
time does the car stop at a distance of between 120 feot
A normal curve with a mean of 500 and a standard
deviation of 100 is shown. Shade the region under the
curve within one standard deviation of the mean. How
much of the data falls within the shaded region?
and 140 feet?
Submit
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Transcribed Image Text:G xMaM . IX FOU FII O O O 6 a s O TA FIL * student.dasmes.com/activitybuildarjstudent6a763787d17eata2a4bthcb2Nsoreenldx-15 D E Apps a CnCcurse Connec. Clar: Dest ny shu. 3 Emolopmnl Center a Logih Sersion Expiraten. 3 sian in P view Portrait Prun b Sellrg AsaIiate P view Portait Prun. O Nursing Tratition.. Unit 4. Lesson 6: Areas in Histograms Dustiny Oroecbu 15 of 18 Sext > The stopping distance of a certain car traveling at 60 miles per hour follows an approximately nomal distribution with a moan of 130 feet and a standard deviation of 5 foet. Approximately what percent of the time does the car stop at a distance of between 120 feot A normal curve with a mean of 500 and a standard deviation of 100 is shown. Shade the region under the curve within one standard deviation of the mean. How much of the data falls within the shaded region? and 140 feet? Submit 300 400 500 600 700 800 Submit t MacBook Air & 1 2 3 4 5 6 9 delete W E R Y U { A S D G H J K L Z C V B N M > ? option command command option
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