lo00 ± l0 millime ters. It is known that small cable is computer cable are kely to be defective as large cable - That is, the probability of random oducing a cable with length exceeding 1010 millimeters is equal t dbability of producing a cable with length smaller than 990 milli e pobability that the production procedure meets specificortions is kr 2 0.97 a What is the pobaoility that a cable selected randomly is too large? tnd dolo

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.8: Probability
Problem 32E
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1. Suppose the manufacturer's specițications por the length of a certain type
of computer cable are
likely to be defective as large cable . That is, the probability of randomly
producing a cable with length exceeding 1010 millimeters is equal to the
probability of producing a cable with length smaler than 990 millimeters ·
The
lo00 ± l0 millimeters. It is known that small cable is just as
pro loability that the production procedure meets specițications is known to
be
0.97
a What is the proloaoility that a cable selected rand only is too large?
b. What is the po bability that a randomy selected calole is larger than
990 millimeters ?
Transcribed Image Text:1. Suppose the manufacturer's specițications por the length of a certain type of computer cable are likely to be defective as large cable . That is, the probability of randomly producing a cable with length exceeding 1010 millimeters is equal to the probability of producing a cable with length smaler than 990 millimeters · The lo00 ± l0 millimeters. It is known that small cable is just as pro loability that the production procedure meets specițications is known to be 0.97 a What is the proloaoility that a cable selected rand only is too large? b. What is the po bability that a randomy selected calole is larger than 990 millimeters ?
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