bility is . four decimal places as needed.)
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question

Transcribed Image Text:Area under the standard hormal distribution to the left of Z (page 1)
Area under the standard normal distribution to the left of Z (page 2)
.06
.05
.04
.03
.02
.01
00
.09
.08
.07
.0003
0003
.0004 0004
.0006
.0003
.0005
0003
.0005
0007
.0003
0003
.0003
.0004
09
.0003
.0004
.0003
08
5319
5714
.0002
.0003
.02
03
.04
05
.06
07
-3.4
.0005
.0007
.00
.01
5359
5753
5199
5279
-3.3
.0004
.0004
5160
5239
5040
5438
5120
5080
5478
5871
0.0
5000
.0005
.0006
.0006
.0006
.0006
5636
5675
-3.2
0005
0005
5557
5948
6331
6700
7054
5517
5596
.0009
0009
.0010
5398
5793
6179
6554
6915
.7257
0.1
.0008
0008
.0009
0008
0011
.0015
.0021
0007
0010
6026
6064
6103
6141
0007
.0008
5910
6293
5987
6368
6736
-3.1
3.0
.0013
.0019
0.2
5832
.0011
.0011
.0012
.0012
.0013
0013
6517
0010
0014
6443
6480
6406
6772
7123
7454
.6255
0018
.6217
.6591
.6950
.7291
7611
0.3
.0015
.0016
.0017
.0018
.0016
.0022
.0030
0040
6808
7157
6844
6879
-2.9
0014
6664
0025
0034
0045
.0060
0080
0104
0136
0174
0.4
6628
.0023
.0024
.0026
.0023
.0031
0041
.0021
7224
7549
7190
-2.8
.0019
0020
7019
7357
7673
7088
7422
7734
8023
8289
0.5
6985
.0033
.0035
0032
.0043
.0057
0075
7486
7517
-2.7
.0026
.0027
.0028
0029
7389
7704
7995
8264
.0047
7324
7642
.0044
.0059
.0078
.0102
0.6
7794
7823
7852
-2.6
.0036
0037
0038
.0039
.7764
8051
8315
.0062
7580
7881
8159
8413
8643
0.7
.0051. .0052
.0069
0054
0055
.0049
.0066
8106
8133
-2.5
0048
8078
8340
8577
8790
8980
7967
.0082
7939
8212
8461
0.8
7910
.0071
.0073
0068
.0089
8238
8365
8389
-2.4
.0064
.8186
8438
8665
8869
.9049
.0107
.0139
0179
.0228
0.9
.0099
0094
0122
0158
.0096
0125
0162
0087
.0091
.0119
8485
8508
8531
8554
8599
8621
-2.3
.0084
1.0
8810
8830
-2.2
0113
0116
0129
.0132
0110
0143
0183
8749
8770
8686
8888
8708
8729
8925
.0170
.0166
0212
1.1
9015
9177
.0154
.0197
.0250
8944
8962
8997
-2.1
0146
.0150
1.2
8849
8907
.0202
0207
.0217
0222
0188
0192
0244
9162
9147
9292
9066
9082
9099
9115
9131
-2.0
.0274
.0281
.0287
1.3
9032
9306
.0239
0256
0262
0268
9319
9441
.9207
9222
9236
9251
9265
.9279
-1.9
0233
.0359
1.4
9192
.0329
.0336
.0344
.0351
0322
0401
9406
9418
9429
-1.8
0294
.0301
.0307
.0314
9394
9505
9599
9678
9382
9345
9463
9357
.9474
1.5
9332
9370
0409
.0418
.0427
0436
.0446
0392
.0485
.0594
0367
0375
0384
0475
0582
9495
9515
9525
9535
9545
-1.7
9452
9554
9484
.0548
.0668
1.6
.0526
0537
O505
0618
.0495
0516
9633
9706
9767
9616
0455
.0465
9625
9699
-1.6
-1.5
-1.4
9564
9573
9582
9591
9608
.0643
.0655
1.7
.0606
0735
0630
.0764
0571
9693
9756
9656
9664
9671
9686
0559
.0808
.0968
9649
.0778
0793
1.8
1.9
9641
9713
9761
0681
0694
.0708
.0721
.0749
.9750
9738
9793
9838
9744
9732
9788
9834
9719
.9726
.0918
.0934
.0951
.0885
1056
.0869
.0901
9812
9854
9887
9913
9817
9857
9890
0853
.1020
.0823
0838
.1003
.1190
9798
9808
-1.3
.9783
9830
9868
9803
.9846
9778
.1131
.1151
9772
9821
9861
2.0
1038
.1075
.1093
.1112
9850
9884
9911
-12
-1.1
-1.0
9842
0985
9826
.1335
.1357
.1292
.1515
2.1
.1230
1271
.1314
.1251
.1469
9881
.1170
.1210
9875
9904
9878
9906
9871
.1587
9864
9896
2.2
9916
.1423
.1446
1492
.1539
.1562
.1401
.1635
.9909
.1379
9898
.9922
9941
.9956
.1814 1841
2119
2.3
9893
9901
.1660
.1685
.1711
.1736
1762
1788
9936
9952
9964
9974
9981
9934
.1611
9929
9946
9960
9931
9932
9949
9962
9972
9979
-0.9
9927
9945
9925
9943
9957
9968
9977
9918
9920
2061
2090
2389
2.4
9951
-0.8
.1867
.1894
.1922
.1949
.1977
2005
2033
9948
2.5
9938
9940
9963
2206
2236
2266
2296
2327
2358
2420
-0.7
2148
2177
9961
9971
9959
9955
9966
9975
2709
2743
9953
9965
2643
2676
2.6
2.7
9973
-0.6
2451
2483
2514
2546
2578
2611
9967
9969
9970
9976
9977
9978
9979
9980
2.8
9974
Print
Done
Print
Done

Transcribed Image Text:For the standard normal distribution shown on the right, find the probability of z occurring in the indicated region.
Click here to view page 1 of the standard normal table.
Click here to view page 2 of the standard normal table.
0.01
The probability is N:
(Round to four decimal places as needed.).
Expert Solution
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