Thank you for answering question c. Please answer questions a, b, & d P(X < x)0.000.010.020.030.040.050.060.070.080.090.00.00000.01000.01980.02960.03920.04880.05820.06760.07690.08610.12190.20550.10.09520.10420.11310.13060.13930.14790.15630.16470.17300.21340.28820.20.18130.18940.19750.22120.22890.23660.24420.25170.30.25920.26660.27390.28110.29530.30230.30930.31610.32290.40.32970.33630.34300.34950.35600.36240.36870.37500.38120.38740.39350.45120.50.39950.40550.41140.4173 0.42310.42880.43450.44010.44570.49340.54160.60.45660.46210.46740.4727 0.47800.48310.48830.49840.70.50340.50840.51320.51810.52290.52760.53230.53700.54620.80.55070.55510.55960.58520.58930.56400.60540.56830.57260.57680.58100.59340.63210.59750.63580.90.60150.60940.61330.61710.62090.62470.62840.63940.66040.64300.67701.00.64650.65010.65350.65700.66381.10.66710.67040.67370.68020.68340.68650.68960.69270.69580.70770.73551.20.6988 0.70180.70480.71060.71350.7382 0.74080.72200.71920.71630.7433 0.74590.72471.373020.75091.40.75340.75590.76540.7856 0.78780.80800.75830.76070.76310.76780.77010.77240.77460.78350.80411.50.77690.77910.78990.78130.80210.79610.81550.79200.79401.60.7981 0.80010.80600.80990.81180.81360.82620.84281.70.81730.81910.82090.82270.82450.82800.82970.83140.83301.80.83470.83630.83800.83960.84120.84430.84590.84740.84890.85190.85490.86050.87381.90.85040.85340.85630.85770.85910.86190.86330.86472.00.87750.86730.86870.87000.87130.87250.87630.88810.86600.87512.10.87880.88000.88120.88230.88350.88470.88580.88702.20.88920.89030.89140.89250.89350.89460.89560.89670.89770.89870.90270.91200.90560.91462.30.90460.89970.90930.90070.90170.90370.90650.90740.90842.40.91020.91110.91280.91370.91540.91630.91712.50.91790.91870.91950.92030.92110.92190.92270.92350.92420.92500.9286 0.9293- 0.93010.92570.93282.60.92650.92720.92790.93070.93140.93212.70.93350.93410.93480.93540.93610.93670.93730.93800.93862.80.93920.93980.94040.94100.94160.94220.94270.94330.94390.94440.94710.95222.90.94500.94550.94610.94660.94770.94820.94870.9492 0.94970.95400.95843.00.95020.95070.95120.95170.95260.95310.95360.95450.95883.10.95500.95540.95580.95630.95670.95710.95760.95803.20.96040.96420.95920.95960.96000.96080.96120.96160.96200.96240.96273.30.96310.96350.96380.96460.96490.96530.96560.96600.96633.40.96660.96700.96730.96760.96790.96830.96860.96890.96920.9695 NT #1The table on the last page displays the cdf for continuous random variable X, which has a meanof 1 and standard deviation of 1.a) What is P(0 3)?c) What is the median of X?d) Is X normally distributed? Explain briefly.

Name: Thank you for answering question c. Please answer questions a, b, & d
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Description: Thank you for answering question c. Please answer questions a, b, & d P(X < x)0.000.010.020.030.040.050.060.070.080.090.00.00000.01000.01980.02960.03920.04880.05820.06760.07690.08610.12190.20550.10.09520.10420.11310.13060.13930.14790.15630.16470.1730

Let F be the CDF of X Therefore CDF of X is given by, F(x) = P(X≤x) = P(X<x) [ as X is a…

Math

Statistics

The table on the last page displays the cdf for continuous random variable X, which has a mean www of 1 and standard deviation of 1. a) What is P(03)? c) What is the median of X? d) Is X normally distributed? Explain briefly.

The table on the last page displays the cdf for continuous random variable X, which has a mean www of 1 and standard deviation of 1. a) What is P(03)? c) What is the median of X? d) Is X normally distributed? Explain briefly.

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Concept explainers

Permutations and Combinations

If there are 5 dishes, they can be relished in any order at a time. In permutation, it should be in a particular order. In combination, the order does not matter. Take 3 letters a, b, and c. The possible ways of pairing any two letters are ab, bc, ac, ba, cb and ca. It is in a particular order. So, this can be called the permutation of a, b, and c. But if the order does not matter then ab is the same as ba. Similarly, bc is the same as cb and ac is the same as ca. Here the list has ab, bc, and ac alone. This can be called the combination of a, b, and c.

Counting Theory

The fundamental counting principle is a rule that is used to count the total number of possible outcomes in a given situation.

Topic Video

Question

Thank you for answering question c. Please answer questions a, b, & d

P(X < x)
0.00
0.01
0.02
0.03
0.04
0.05
0.06
0.07
0.08
0.09
0.0
0.0000
0.0100
0.0198
0.0296
0.0392
0.0488
0.0582
0.0676
0.0769
0.0861
0.1219
0.2055
0.1
0.0952
0.1042
0.1131
0.1306
0.1393
0.1479
0.1563
0.1647
0.1730
0.2134
0.2882
0.2
0.1813
0.1894
0.1975
0.2212
0.2289
0.2366
0.2442
0.2517
0.3
0.2592
0.2666
0.2739
0.2811
0.2953
0.3023
0.3093
0.3161
0.3229
0.4
0.3297
0.3363
0.3430
0.3495
0.3560
0.3624
0.3687
0.3750
0.3812
0.3874
0.3935
0.4512
0.5
0.3995
0.4055
0.4114
0.4173 0.4231
0.4288
0.4345
0.4401
0.4457
0.4934
0.5416
0.6
0.4566
0.4621
0.4674
0.4727 0.4780
0.4831
0.4883
0.4984
0.7
0.5034
0.5084
0.5132
0.5181
0.5229
0.5276
0.5323
0.5370
0.5462
0.8
0.5507
0.5551
0.5596
0.5852
0.5893
0.5640
0.6054
0.5683
0.5726
0.5768
0.5810
0.5934
0.6321
0.5975
0.6358
0.9
0.6015
0.6094
0.6133
0.6171
0.6209
0.6247
0.6284
0.6394
0.6604
0.6430
0.6770
1.0
0.6465
0.6501
0.6535
0.6570
0.6638
1.1
0.6671
0.6704
0.6737
0.6802
0.6834
0.6865
0.6896
0.6927
0.6958
0.7077
0.7355
1.2
0.6988 0.7018
0.7048
0.7106
0.7135
0.7382 0.7408
0.7220
0.7192
0.7163
0.7433 0.7459
0.7247
1.3
7302
0.7509
1.4
0.7534
0.7559
0.7654
0.7856 0.7878
0.8080
0.7583
0.7607
0.7631
0.7678
0.7701
0.7724
0.7746
0.7835
0.8041
1.5
0.7769
0.7791
0.7899
0.7813
0.8021
0.7961
0.8155
0.7920
0.7940
1.6
0.7981 0.8001
0.8060
0.8099
0.8118
0.8136
0.8262
0.8428
1.7
0.8173
0.8191
0.8209
0.8227
0.8245
0.8280
0.8297
0.8314
0.8330
1.8
0.8347
0.8363
0.8380
0.8396
0.8412
0.8443
0.8459
0.8474
0.8489
0.8519
0.8549
0.8605
0.8738
1.9
0.8504
0.8534
0.8563
0.8577
0.8591
0.8619
0.8633
0.8647
2.0
0.8775
0.8673
0.8687
0.8700
0.8713
0.8725
0.8763
0.8881
0.8660
0.8751
2.1
0.8788
0.8800
0.8812
0.8823
0.8835
0.8847
0.8858
0.8870
2.2
0.8892
0.8903
0.8914
0.8925
0.8935
0.8946
0.8956
0.8967
0.8977
0.8987
0.9027
0.9120
0.9056
0.9146
2.3
0.9046
0.8997
0.9093
0.9007
0.9017
0.9037
0.9065
0.9074
0.9084
2.4
0.9102
0.9111
0.9128
0.9137
0.9154
0.9163
0.9171
2.5
0.9179
0.9187
0.9195
0.9203
0.9211
0.9219
0.9227
0.9235
0.9242
0.9250
0.9286 0.9293- 0.9301
0.9257
0.9328
2.6
0.9265
0.9272
0.9279
0.9307
0.9314
0.9321
2.7
0.9335
0.9341
0.9348
0.9354
0.9361
0.9367
0.9373
0.9380
0.9386
2.8
0.9392
0.9398
0.9404
0.9410
0.9416
0.9422
0.9427
0.9433
0.9439
0.9444
0.9471
0.9522
2.9
0.9450
0.9455
0.9461
0.9466
0.9477
0.9482
0.9487
0.9492 0.9497
0.9540
0.9584
3.0
0.9502
0.9507
0.9512
0.9517
0.9526
0.9531
0.9536
0.9545
0.9588
3.1
0.9550
0.9554
0.9558
0.9563
0.9567
0.9571
0.9576
0.9580
3.2
0.9604
0.9642
0.9592
0.9596
0.9600
0.9608
0.9612
0.9616
0.9620
0.9624
0.9627
3.3
0.9631
0.9635
0.9638
0.9646
0.9649
0.9653
0.9656
0.9660
0.9663
3.4
0.9666
0.9670
0.9673
0.9676
0.9679
0.9683
0.9686
0.9689
0.9692
0.9695

NT #1
The table on the last page displays the cdf for continuous random variable X, which has a mean
of 1 and standard deviation of 1.
a) What is P(0 <X<2)?
b) What is P(X>3)?
c) What is the median of X?
d) Is X normally distributed? Explain briefly.

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