We are trying to develop a CI for the mean g-force to a driver in a front-end collision with a stationary object while driving a new version of a Lamborghini. Obviously, we don't want to test a lot of these ($$$), assuming the parent population is normal, we crash 4 cars with the following results; x=30.57g, s² = 10.5263 What is 98% CI for the mean g-force in this situation? Zos=-1.645, Z025=-1.96, Zo1 = -2.326, Zoos=-2.5758 Tos4=-2.1318, T.025,4 =-2.7764, Tol.4 = -3.7570,Tpos.4 -4.6041 Tos3=-2.3534, 7025.3 = -3.1824, To1.3-4.5407, T.005.3 =-5.8409 O (6.67, 54.47) O (25.13, 36.01) O (26.80, 34.34) (30.01, 30.58) (23.20, 37.94)
We are trying to develop a CI for the mean g-force to a driver in a front-end collision with a stationary object while driving a new version of a Lamborghini. Obviously, we don't want to test a lot of these ($$$), assuming the parent population is normal, we crash 4 cars with the following results; x=30.57g, s² = 10.5263 What is 98% CI for the mean g-force in this situation? Zos=-1.645, Z025=-1.96, Zo1 = -2.326, Zoos=-2.5758 Tos4=-2.1318, T.025,4 =-2.7764, Tol.4 = -3.7570,Tpos.4 -4.6041 Tos3=-2.3534, 7025.3 = -3.1824, To1.3-4.5407, T.005.3 =-5.8409 O (6.67, 54.47) O (25.13, 36.01) O (26.80, 34.34) (30.01, 30.58) (23.20, 37.94)
MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Transcribed Image Text:x=30.57g, s² = 10.5263
What is 98% CI for the mean g-force in this situation?
7.01
Zos=-1.645, Z.025 = -1.96, Zo1 = -2.326, Z.005 = -2.5758
Tos4 = -2.1318, T025.4 -2.7764, To1.4 = -3.7570, Tpos.4
To5.3 = -2.3534, 7025.3 = -3.1824, T1.3 = -4.5407,7005.3 = -5.8409
= -4.6041
We are trying to develop a CI for the mean g-force to a driver in a front-end collision with a
stationary object while driving a new version of a Lamborghini. Obviously, we don't want to
test a lot of these ($$$), assuming the parent population is normal, we crash 4 cars with the
following results;
O (6.67, 54.47)
O (25.13, 36.01)
O (26.80, 34.34)
O (30.01, 30.58)
(23.20, 37.94)
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