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Translational Mechanical System Transfer Functions PRELIMINARY WORK 1. What is the MATLAB? EXPERIMENTAL PROCEDURE A scalar is a single number. A scalar is stored in the MATLAB as a 1 x 1 matrix. Try these on the prompt. >> A = 3; >> B = 2; >> C=A^B >> C=A*B Try these instructions as well >> C=A+B >> C=A-B >>C= A/B >> C=A\B What is the difference between last two instructions? Try to implement these two relations and show the result in the provided space a) 14 (81/3)+2 (2+9¹) =_ b) 5x³ + 3x² + 5x + 14 for x = 3 is Vectors Vectors are also called arrays in MATLAB. Vectors are declared in the following format. >> X = [1 2 3 4] >> Y=[2589] Try these two instructions in MATLAB and see the result >> length (X) = >> size (X) = What is the difference between these two?

Translational Mechanical System Transfer Functions PRELIMINARY WORK 1. What is the MATLAB? EXPERIMENTAL PROCEDURE A scalar is a single number. A scalar is stored in the MATLAB as a 1 x 1 matrix. Try these on the prompt. >> A = 3; >> B = 2; >> C=A^B >> C=A*B Try these instructions as well >> C=A+B >> C=A-B >>C= A/B >> C=A\B What is the difference between last two instructions? Try to implement these two relations and show the result in the provided space a) 14 (81/3)+2 (2+9¹) =_ b) 5x³ + 3x² + 5x + 14 for x = 3 is Vectors Vectors are also called arrays in MATLAB. Vectors are declared in the following format. >> X = [1 2 3 4] >> Y=[2589] Try these two instructions in MATLAB and see the result >> length (X) = >> size (X) = What is the difference between these two?

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Solve it  please, I need you to demonstrate everything please, so do as much as possible cause I may do not understand your writing so please be clear with your message answer.

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Try these instructions and see the results. >> X.*Y= >> X.^Y = >> X+Y= >> X-Y = >> X./Y = >> X' = Also try some new instructions for this and notice the outputs in each case. >> ones (1,4) >> ones (2,4) >> ones (4,1) >> zeros (1,4) >> zeros (2,4) There is an important operator, the colon operator (:), it is very important operator and frequently used during these labs. Try this one. >> X = [0:0.1:1] Notice the result. And now type this >> length (X) >> size (X) >>A= [ones(1,3), [2:2:10], zeros(1,3)] What is the length and size of this? >> Length >>Size= = Try 'help ones' and 'help zeros' as well and note down its important features.
Transcribed Image Text:Try these instructions and see the results. >> X.*Y= >> X.^Y = >> X+Y= >> X-Y = >> X./Y = >> X' = Also try some new instructions for this and notice the outputs in each case. >> ones (1,4) >> ones (2,4) >> ones (4,1) >> zeros (1,4) >> zeros (2,4) There is an important operator, the colon operator (:), it is very important operator and frequently used during these labs. Try this one. >> X = [0:0.1:1] Notice the result. And now type this >> length (X) >> size (X) >>A= [ones(1,3), [2:2:10], zeros(1,3)] What is the length and size of this? >> Length >>Size= = Try 'help ones' and 'help zeros' as well and note down its important features.
Translational Mechanical System Transfer Functions PRELIMINARY WORK 1. What is the MATLAB? EXPERIMENTAL PROCEDURE A scalar is a single number. A scalar is stored in the MATLAB as a 1 x 1 matrix. Try these on the prompt. >> A = 3; >> B = 2; >> C=A^B >> C= A*B Try these instructions as well >> C=A+B >> C=A-B >> C= A/B >> C=A\B What is the difference between last two instructions? Try to implement these two relations and show the result in the provided space a) 14 (81/3)+2 (2+9¹) =_ b) 5x³ + 3x² + 5x + 14 for x = 3 is_ Vectors Vectors are also called arrays in MATLAB. Vectors are declared in the following format. >> X = [1 2 3 4] >> Y = [2589] Try these two instructions in MATLAB and see the result >> length (X) = >> size (X) = What is the difference between these two?
Transcribed Image Text:Translational Mechanical System Transfer Functions PRELIMINARY WORK 1. What is the MATLAB? EXPERIMENTAL PROCEDURE A scalar is a single number. A scalar is stored in the MATLAB as a 1 x 1 matrix. Try these on the prompt. >> A = 3; >> B = 2; >> C=A^B >> C= A*B Try these instructions as well >> C=A+B >> C=A-B >> C= A/B >> C=A\B What is the difference between last two instructions? Try to implement these two relations and show the result in the provided space a) 14 (81/3)+2 (2+9¹) =_ b) 5x³ + 3x² + 5x + 14 for x = 3 is_ Vectors Vectors are also called arrays in MATLAB. Vectors are declared in the following format. >> X = [1 2 3 4] >> Y = [2589] Try these two instructions in MATLAB and see the result >> length (X) = >> size (X) = What is the difference between these two?
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