A factory produces two types of tyres. In an experiment in the working life of these tyres the followingresults were obtainedLength oflife(00's hrs)Tyre: AB15-17504017-19110300State which type of tyre is more stable?19-2126012021-231008023-258060

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Answered: A factory produces two types of tyres.…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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You have measured the water level of a reservoir at different times throughout an year. You need to find the minimum water level that the reservoir had in that year based on these measurements. To work this out which numerical methods would you need and which order would you need to apply them in? O a. Solving a system of linear equations followed by solving an ODE. b. Curve fitting, followed by solving an ODE. c. Solving an ODE followed by root-finding applied to the derivative of the resultant curve. Od. Root finding followed by numerical integration. e. Numerical integration followed by solving a system of linear equations. O f. Curve fitting, followed by numerical integration. O g. Curve fitting followed by root-finding applied to the derivative of the fitted curve. Oh. Numerical integration followed by solving an ODE. UND DND OXO
An unknown metal has been found and the following experimental results have been tabulated in the table below. The table contains the grams of the unknown metal and the volume in milliliters of water displacement. Find a linear model that express mass as a function of the volume.Round your answers to 3 decimal places grams Volume in ml 17 196.6 19.5 223.3 22 244.5 24.5 283.4 27 303.1 29.5 341.2 32 359.3 Volume = x+ where x is the grams of the unknown metal
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Example 9.16. A light elastic string stretched between two fixed nails 120 cm apart, carries 11 loads of weight 5 gm each at equal intervals and the resulting tension is 500 gm weight. Show that the sag at the mid-point is 1.8 cm.
11:01 ¢ O Module 3 Pr.et Template Module 3 Problem Set Answer the following as detailed as possible. 1. If the growth rate of a culture of bacteria is proportional to the number of bacteria present. After 1 day, the population of bacteria is 1.25 times the original number, Within what interval of time will the number of bacteria (a) double? (b) triple? 2. The tank shown below contains 80 Ibs of salt dissolved in 500 gal of water. The inflow per minute is 20 Ib of salt dissolved in 20 gal of water. The gal/min of the uniform mixture. Find the time when the salt content y(t) in the tank reaches 95% of its limiting value (as t - co ). w is 20 3. Use the Greedy and Edge-Picking algorithms to find the Hamiltonian cycle with the least total weight in the complete graph shown below. 57 25 75 65 21 50 55
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A factory produces two types of tyres. In an experiment in the working life of these tyres the following results were obtained Length of life (00's hrs) Tyre: A B 15-17 50 40 17-19 110 300 State which type of tyre is more stable? 19-21 260 120 21-23 100 80 23-25 80 60