Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN: 9780133923605
Author: Robert L. Boylestad
Publisher: PEARSON
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Question
Problem 1 a) Convert the decimal integer-7 to a 4-bit 2's- complement binary number? b) Angular velocity is measured as 6000 RPM. This corresponds?rad/s. (Use pi 3.14) c) 3.0 Hp is...?... ft-lb/s. (use 1Lb=4.45N, 1ft-0.305m 1Hp-746W) d) Amplifier has a gain of Ga=20. This corresponds to G of Problem 2 Fuel efficiency of an American car rated as 36.0 mile/gallon. This corresponds in SI unit as.......?.... km/liter. Use one gallon 3.785 liter and one mile-1609 m Problem 3 ( A distributor claims that the chance that any of the three major components of a computer (CPU, monitor, and keyboard) is defective is 3%. Calculate the chance that all components work in a computer set. % ) = (*)p'(1 − p)*-* P(r) = Problem 4 There is a probability of 5% that a milk container is underweight throughout of packaging line. Suppose milk containers are shipped to retail outlets in boxes of 10 containers. What is the probability that exactly 3-milk container is underweight in a box? % n=10; r=3; p=0.05 P(r=0) P(r) = = (") P²(₁- - p)" =
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Transcribed Image Text:Problem 1 a) Convert the decimal integer-7 to a 4-bit 2's- complement binary number? b) Angular velocity is measured as 6000 RPM. This corresponds?rad/s. (Use pi 3.14) c) 3.0 Hp is...?... ft-lb/s. (use 1Lb=4.45N, 1ft-0.305m 1Hp-746W) d) Amplifier has a gain of Ga=20. This corresponds to G of Problem 2 Fuel efficiency of an American car rated as 36.0 mile/gallon. This corresponds in SI unit as.......?.... km/liter. Use one gallon 3.785 liter and one mile-1609 m Problem 3 ( A distributor claims that the chance that any of the three major components of a computer (CPU, monitor, and keyboard) is defective is 3%. Calculate the chance that all components work in a computer set. % ) = (*)p'(1 − p)*-* P(r) = Problem 4 There is a probability of 5% that a milk container is underweight throughout of packaging line. Suppose milk containers are shipped to retail outlets in boxes of 10 containers. What is the probability that exactly 3-milk container is underweight in a box? % n=10; r=3; p=0.05 P(r=0) P(r) = = (") P²(₁- - p)" =
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