Continuous random variable, X, has an uNKnOwn probablity density function. The table below gives the area underneath the probablity density function to the right of specific values of x. X 0.0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1.00.84648 0.83249 0.81873 0.80520 0.79189 0.778800.76593 0.75327 0.74082 0.72857 2.00.71653 0.70469 0.69304 0.68159 0.67032 0.659240.64834 0.637630.62709 0.61672 3.00.60653 0.59651 0.586650.576950.56741 0.558040.54881 0.53974 0.53082 0.52205 4.00.51342 0.50493 0.49659 0.48838 0.48031 0.47237 0.46456 0.45688 0.44933 0.44190 5.00.43460 0.42742 0.420350.41340 0.40657 0.399850.39324 0.38674 0.38035 0.37406 Use the table above to find: (A)P(x < 2.1) = (B)P(x > 1.57) =

MATLAB: An Introduction with Applications
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Continuous random variable, X, has an
uIKnOwn probablity density function.
The table below gives the area underneath the
probablity density function to the right of specific
values of x.
0.0
0.1
0.2
0.3
0.4
0.5
0.6
0.7
0.8
0.9
1.00.84648 0.83249 0.81873 0.80520 0.79189 0.778800.76593 0.75327 0.74082 0.72857
2.00.71653 0.70469 0.69304 0.68159 0.67032 0.65924 0.64834 0.63763 0.62709 0.61672
3.00.60653 0.59651 0.586650.57695 0.56741 0.55804 0.54881 0.53974 0.53082 0.52205
4.00.51342 0.50493 0.49659 0.488380.48031 0.47237 0.46456 0.45688 0.44933 0.44190
5.00.43460 0.42742 0.420350.41340 0.40657 0.399850.39324 0.38674 0.38035 0.37406
Use the table above to find:
(A)P(x < 2.1) =
(B)P(x > 1.57) =
Transcribed Image Text:Continuous random variable, X, has an uIKnOwn probablity density function. The table below gives the area underneath the probablity density function to the right of specific values of x. 0.0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1.00.84648 0.83249 0.81873 0.80520 0.79189 0.778800.76593 0.75327 0.74082 0.72857 2.00.71653 0.70469 0.69304 0.68159 0.67032 0.65924 0.64834 0.63763 0.62709 0.61672 3.00.60653 0.59651 0.586650.57695 0.56741 0.55804 0.54881 0.53974 0.53082 0.52205 4.00.51342 0.50493 0.49659 0.488380.48031 0.47237 0.46456 0.45688 0.44933 0.44190 5.00.43460 0.42742 0.420350.41340 0.40657 0.399850.39324 0.38674 0.38035 0.37406 Use the table above to find: (A)P(x < 2.1) = (B)P(x > 1.57) =
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