Q1) In a box there are 100 resistors having resistance and tolerance as shown in the following table. Let a resistor be selected from the box and assume each resistor has the same likelihood of being chosen. Define three events A as draw a 472 resistor, B as draw a resistor with 5% tolerance and C as draw a 1002 resistor. Find P (A/B), P (A/C),P (B/C). Resistance 2 5% 10% Total 22 10 14 24 47 28 16 44 100 24 32 Total 62 38 100

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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Q1) In a box there are 100 resistors having resistance and tolerance as shown in the following
table. Let a resistor be selected from the box and assume each resistor has the same likelihood
of being chosen. Define three events A as draw a 472 resistor, B as draw a resistor with 5%
tolerance and C as draw a 1002 resistor. Find P (A/B), P (A/C),P (B/C).
Resistance 2
5%
10%
Total
22
10
14
24
47
28
16
44
100
24
32
Total
62
38
100
Transcribed Image Text:Q1) In a box there are 100 resistors having resistance and tolerance as shown in the following table. Let a resistor be selected from the box and assume each resistor has the same likelihood of being chosen. Define three events A as draw a 472 resistor, B as draw a resistor with 5% tolerance and C as draw a 1002 resistor. Find P (A/B), P (A/C),P (B/C). Resistance 2 5% 10% Total 22 10 14 24 47 28 16 44 100 24 32 Total 62 38 100
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