Find the value of z such that 64.8% of the total area is to the left of z. Click to view the areas under the Standard Normal Curve. Z= (Round to two decimal places as needed.)
Find the value of z such that 64.8% of the total area is to the left of z. Click to view the areas under the Standard Normal Curve. Z= (Round to two decimal places as needed.)
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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
Transcribed Image Text:Find the value of z such that 64.8% of the total area is to the left of z.
Click to view the areas under the Standard Normal Curve.
Z=
(Round to two decimal places as needed.)

Transcribed Image Text:Areas under the Standard Normal Curve
The column under A gives the fraction of
the area under the entire curve that is
between z= 0 and a positive value of z
A
0
2
Because the curve is symmetric about the
0-value, the area between z= 0 and a
negative value of zcan be found by using
the corresponding positive value of z.
z
.00
.01
.02
.03
.04
.05
.06
.07
.08
.09
A
z
A
Z
A
Z
A
A
000
z A
Z
.56 .212 1.12 .369 1.68 454 2.24 487 2.80 .497
004 .57 .216 1.13 .371 1.69 454 2.25 488 2.81 498
008 .58 .219 1.14 .373 1.70 455 2.26 488 2.82 498
012 .59 .222 1.15 1375 1.71 456 2.27 488 2.83 498
.226 1.16 .377 1.72 457 2.28 489 2.84 498
.229 1.17 .379 1.73 458 2.29
489 2.85
.232 1.18 .381 1.74
.016 .60
.020 .61
498
.489 2.86
498
1.75
2.31 .490 2.87 .498
1.20 .385 1.76
.461
2.32
.236 1.19 .383
.239
.242 1.21 .387
.245 1.22 .389
1.77
.462
2.33
1.78
.462
2.34 .490 2.90
.463
.249
.252
1.23 .391 1.79
1.24 .393 1.80 .464 2.36
.490 2.88 498
.490 2.89 498
498
2.35 .491 2.91 498
.491
2.92 498
.255 1.25 .394 1.81 .465 2.37 .491 2.93 498
.258 1.26 .396 1.82 .466 2.38 491 2.94 498
.261 1.27
.398
1.83
.466 2.39 .492 2.95 498
.264 1.28 .400 1.84 .467 2.40 .492 2.96 498
.267 1.29 .401 1.85 468 2.41 .492 2.97 499
.270 1.30 .403 1.86 .469 2.42 .492 2.98 .499
.273 1.31 .405 1.87 .469 2.43 .492 2.99 499
1.32 .407 1.88 .470 2.44 .493
3.00
.499
.408 1.89 .471 2.45 .493
1.276
.279
1.33
3.01
499
.282
1.34
.410
.471 2.46 493
3.02
.499
1.35 .411
1.90
1.91
.472
2.47
1.92 .473 2.48
.493 3.03
1.36 .413
493 3.04
1.37
.82 .294 1.38
.415
.416
1.39 .418
1.40 .419
1.93 .473 2.49
1.94 474 2.50
1.95 .474
2.51
1.96 475
.297
.84 .300
2.52
1.41
476
1.42
476
1.43
.424
425
1.44
1.45
.426
1.46
428
.19
.20
.21
.22
.024 .62
.028 .63
.032 .64
.036
.040 .66
.044 .67
.048
.052
.056
.060
.10
.11
.12
.13
.14
.15
.16
.064
.17
.067 .73
.18 .071 .74
.075
.079
.083
.087
28682ECOECHERI 8588
.65
.091
.095
.69
.70
.71
.72
.75
.76
.77
.78
.23
.79
.285
.24
.80
.288
.25 .099 .81 .291
.26 .103
.27 .106 .83
.28
.110
29
.114
.30
.118
.31
.122
.32
.126
.33 .129 .89
.34
.85 .302
.305
.86
.308
.311
1.313
.133 .90 .316
.87
.421 1.97
.422
1.98
1.99
2.00
2.01
2.02
.459 2.30
460
2.53
2.54
.477
2.55
477
2.56
478
2.57
478 2.58
494 3.05
494
3.06
.494 3.07
494
3.08
494
.494
495
3.11
.495 3.12
495 3.13
.495
3.14
3.09
3.10
499
499
.499
.499
.499
499
499
499
499
499
.499
.499
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