Chapter 2, Problem 2.1P

Question

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Answer 1

Question

Chapter 2, Problem 2.1P

Expert Solution & Answer

To determine

To find:

The output of the following sequence of statements and expressions, and verify them.

pvec = 3:2:10

pvec(2) = 15

pvec(7) = 33

pvec([2:4 7])

linspace(5, 11, 3)

logspace(2, 4, 3)

Answer to Problem 2.1P

Solution:

The output of the following sequence of statements and expressions:

“pvec = 3:2:10”, “pvec(2) = 15” “pvec(7) = 33”, “pvec([2:4 7])”, “linspace(5, 11, 3)”, and “logspace(2, 4, 3)” are “pvec = 3 5 7 9”, “pvec = 3 15 7 9 0 0 33”, “ans = 15 7 9 33”, “ans = 5 8 11”, and “ans = 100 1000 10000” respectively.

Explanation of Solution

Consider the following statement,

pvec = 3:2:10

The statement will generate the sequence of number from 3 to 10 in increment of 2.

So, the output is “pvec = 3 5 7 9”.

Consider the following statement,

pvec(2) = 15

The expression replaces the second term of the sequence of “pvec” with “15” and then displays sequence.

So, the output is “pvec = 3 15 7 9”.

Consider the following statement,

pvec(7) = 33

The expression replaces the seventh term of the sequence of “pvec” with “33” and then displays sequence. Since, the values of the 5^th and the 6^th terms are not allotted, so these terms are allotted with zero.

So, the output is “pvec = 3 15 7 9 0 0 33”.

Consider the following statement,

pvec([2:4 7])

The expression displays the values placed 2^nd to 4^th and then 7^th from the sequence.

So, the output is “ans = 15 7 9 33”.

Consider the following statement,

linspace(5, 11, 3)

The expression generates three values that are equally spaced from 5 to 11.

So, the output is “ans = 5 8 11”.

And, consider the following statement,

logspace(2, 4, 3)

The expression generates three values that are equal to 10n, here n=2, 3, 4.

So, the output is “ans = 100 1000 10000”.

The

MATLAB Code:

clc

clear all

close all

pvec = 3:2:10

% Define the instruction to generate the sequence of number from 3 to 10 in increment of 2.

pvec(2) = 15

% Define the instruction in which the expression replaces the second term of the sequence of “pvec” with “15” and then displays sequence.

pvec(7) = 33

% Define the instruction in which the expression replaces the seventh term of the sequence of “pvec” with “33” and then displays sequence. Since, the values of the 5^th and the 6^th terms are not allotted, so these terms are allotted with zero.

pvec([2:4 7])

% Define the instruction in which the expression displays the values placed 2^nd to 4^th and then 7^th from the sequence.

linspace(5, 11, 3)

% Define the instruction in which the expression generates three values that are equally spaced from 5 to 11.

logspace(2, 4, 3)

% Define the instruction in which the expression generates three values that are equal to 10^n, here n = 2, 3, 4.

Save the MATLAB script with name, chapter2_54793_2_1P.m in the current folder. Execute the script by typing the script name at the command window to find the answer of the given following sequence of statements and expressions.

Result:

MATLAB: A Practical Introduction to Programming and Problem Solving, Chapter 2, Problem 2.1P , additional homework tip 1

MATLAB: A Practical Introduction to Programming and Problem Solving, Chapter 2, Problem 2.1P , additional homework tip 2

Therefore, the output of the following sequence of statements and expressions:

“pvec = 3:2:10”, “pvec(2) = 15” “pvec(7) = 33”, “pvec([2:4 7])”, “linspace(5, 11, 3)”, and “logspace(2, 4, 3)” are “pvec = 3 5 7 9”, “pvec = 3 15 7 9 0 0 33”, “ans = 15 7 9 33”, “ans = 5 8 11”, and “ans = 100 1000 10000” respectively.

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Answer 2

Question

Chapter 2, Problem 2.1P

Expert Solution & Answer

To determine

To find:

The output of the following sequence of statements and expressions, and verify them.

pvec = 3:2:10

pvec(2) = 15

pvec(7) = 33

pvec([2:4 7])

linspace(5, 11, 3)

logspace(2, 4, 3)

Answer to Problem 2.1P

Solution:

The output of the following sequence of statements and expressions:

“pvec = 3:2:10”, “pvec(2) = 15” “pvec(7) = 33”, “pvec([2:4 7])”, “linspace(5, 11, 3)”, and “logspace(2, 4, 3)” are “pvec = 3 5 7 9”, “pvec = 3 15 7 9 0 0 33”, “ans = 15 7 9 33”, “ans = 5 8 11”, and “ans = 100 1000 10000” respectively.

Explanation of Solution

Consider the following statement,

pvec = 3:2:10

The statement will generate the sequence of number from 3 to 10 in increment of 2.

So, the output is “pvec = 3 5 7 9”.

Consider the following statement,

pvec(2) = 15

The expression replaces the second term of the sequence of “pvec” with “15” and then displays sequence.

So, the output is “pvec = 3 15 7 9”.

Consider the following statement,

pvec(7) = 33

The expression replaces the seventh term of the sequence of “pvec” with “33” and then displays sequence. Since, the values of the 5^th and the 6^th terms are not allotted, so these terms are allotted with zero.

So, the output is “pvec = 3 15 7 9 0 0 33”.

Consider the following statement,

pvec([2:4 7])

The expression displays the values placed 2^nd to 4^th and then 7^th from the sequence.

So, the output is “ans = 15 7 9 33”.

Consider the following statement,

linspace(5, 11, 3)

The expression generates three values that are equally spaced from 5 to 11.

So, the output is “ans = 5 8 11”.

And, consider the following statement,

logspace(2, 4, 3)

The expression generates three values that are equal to 10n, here n=2, 3, 4.

So, the output is “ans = 100 1000 10000”.

The

MATLAB Code:

clc

clear all

close all

pvec = 3:2:10

% Define the instruction to generate the sequence of number from 3 to 10 in increment of 2.

pvec(2) = 15

% Define the instruction in which the expression replaces the second term of the sequence of “pvec” with “15” and then displays sequence.

pvec(7) = 33

% Define the instruction in which the expression replaces the seventh term of the sequence of “pvec” with “33” and then displays sequence. Since, the values of the 5^th and the 6^th terms are not allotted, so these terms are allotted with zero.

pvec([2:4 7])

% Define the instruction in which the expression displays the values placed 2^nd to 4^th and then 7^th from the sequence.

linspace(5, 11, 3)

% Define the instruction in which the expression generates three values that are equally spaced from 5 to 11.

logspace(2, 4, 3)

% Define the instruction in which the expression generates three values that are equal to 10^n, here n = 2, 3, 4.

Save the MATLAB script with name, chapter2_54793_2_1P.m in the current folder. Execute the script by typing the script name at the command window to find the answer of the given following sequence of statements and expressions.

Result:

MATLAB: A Practical Introduction to Programming and Problem Solving, Chapter 2, Problem 2.1P , additional homework tip 1

MATLAB: A Practical Introduction to Programming and Problem Solving, Chapter 2, Problem 2.1P , additional homework tip 2

Therefore, the output of the following sequence of statements and expressions:

“pvec = 3:2:10”, “pvec(2) = 15” “pvec(7) = 33”, “pvec([2:4 7])”, “linspace(5, 11, 3)”, and “logspace(2, 4, 3)” are “pvec = 3 5 7 9”, “pvec = 3 15 7 9 0 0 33”, “ans = 15 7 9 33”, “ans = 5 8 11”, and “ans = 100 1000 10000” respectively.

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Answer 3

Question

Chapter 2, Problem 2.1P

Expert Solution & Answer

To determine

To find:

The output of the following sequence of statements and expressions, and verify them.

pvec = 3:2:10

pvec(2) = 15

pvec(7) = 33

pvec([2:4 7])

linspace(5, 11, 3)

logspace(2, 4, 3)

Answer to Problem 2.1P

Solution:

The output of the following sequence of statements and expressions:

“pvec = 3:2:10”, “pvec(2) = 15” “pvec(7) = 33”, “pvec([2:4 7])”, “linspace(5, 11, 3)”, and “logspace(2, 4, 3)” are “pvec = 3 5 7 9”, “pvec = 3 15 7 9 0 0 33”, “ans = 15 7 9 33”, “ans = 5 8 11”, and “ans = 100 1000 10000” respectively.

Explanation of Solution

Consider the following statement,

pvec = 3:2:10

The statement will generate the sequence of number from 3 to 10 in increment of 2.

So, the output is “pvec = 3 5 7 9”.

Consider the following statement,

pvec(2) = 15

The expression replaces the second term of the sequence of “pvec” with “15” and then displays sequence.

So, the output is “pvec = 3 15 7 9”.

Consider the following statement,

pvec(7) = 33

The expression replaces the seventh term of the sequence of “pvec” with “33” and then displays sequence. Since, the values of the 5^th and the 6^th terms are not allotted, so these terms are allotted with zero.

So, the output is “pvec = 3 15 7 9 0 0 33”.

Consider the following statement,

pvec([2:4 7])

The expression displays the values placed 2^nd to 4^th and then 7^th from the sequence.

So, the output is “ans = 15 7 9 33”.

Consider the following statement,

linspace(5, 11, 3)

The expression generates three values that are equally spaced from 5 to 11.

So, the output is “ans = 5 8 11”.

And, consider the following statement,

logspace(2, 4, 3)

The expression generates three values that are equal to 10n, here n=2, 3, 4.

So, the output is “ans = 100 1000 10000”.

The

MATLAB Code:

clc

clear all

close all

pvec = 3:2:10

% Define the instruction to generate the sequence of number from 3 to 10 in increment of 2.

pvec(2) = 15

% Define the instruction in which the expression replaces the second term of the sequence of “pvec” with “15” and then displays sequence.

pvec(7) = 33

% Define the instruction in which the expression replaces the seventh term of the sequence of “pvec” with “33” and then displays sequence. Since, the values of the 5^th and the 6^th terms are not allotted, so these terms are allotted with zero.

pvec([2:4 7])

% Define the instruction in which the expression displays the values placed 2^nd to 4^th and then 7^th from the sequence.

linspace(5, 11, 3)

% Define the instruction in which the expression generates three values that are equally spaced from 5 to 11.

logspace(2, 4, 3)

% Define the instruction in which the expression generates three values that are equal to 10^n, here n = 2, 3, 4.

Save the MATLAB script with name, chapter2_54793_2_1P.m in the current folder. Execute the script by typing the script name at the command window to find the answer of the given following sequence of statements and expressions.

Result:

MATLAB: A Practical Introduction to Programming and Problem Solving, Chapter 2, Problem 2.1P , additional homework tip 1

MATLAB: A Practical Introduction to Programming and Problem Solving, Chapter 2, Problem 2.1P , additional homework tip 2

Therefore, the output of the following sequence of statements and expressions:

“pvec = 3:2:10”, “pvec(2) = 15” “pvec(7) = 33”, “pvec([2:4 7])”, “linspace(5, 11, 3)”, and “logspace(2, 4, 3)” are “pvec = 3 5 7 9”, “pvec = 3 15 7 9 0 0 33”, “ans = 15 7 9 33”, “ans = 5 8 11”, and “ans = 100 1000 10000” respectively.

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Answer 4

Question

Chapter 2, Problem 2.1P

Expert Solution & Answer

To determine

To find:

The output of the following sequence of statements and expressions, and verify them.

pvec = 3:2:10

pvec(2) = 15

pvec(7) = 33

pvec([2:4 7])

linspace(5, 11, 3)

logspace(2, 4, 3)

Answer to Problem 2.1P

Solution:

The output of the following sequence of statements and expressions:

“pvec = 3:2:10”, “pvec(2) = 15” “pvec(7) = 33”, “pvec([2:4 7])”, “linspace(5, 11, 3)”, and “logspace(2, 4, 3)” are “pvec = 3 5 7 9”, “pvec = 3 15 7 9 0 0 33”, “ans = 15 7 9 33”, “ans = 5 8 11”, and “ans = 100 1000 10000” respectively.

Explanation of Solution

Consider the following statement,

pvec = 3:2:10

The statement will generate the sequence of number from 3 to 10 in increment of 2.

So, the output is “pvec = 3 5 7 9”.

Consider the following statement,

pvec(2) = 15

The expression replaces the second term of the sequence of “pvec” with “15” and then displays sequence.

So, the output is “pvec = 3 15 7 9”.

Consider the following statement,

pvec(7) = 33

The expression replaces the seventh term of the sequence of “pvec” with “33” and then displays sequence. Since, the values of the 5^th and the 6^th terms are not allotted, so these terms are allotted with zero.

So, the output is “pvec = 3 15 7 9 0 0 33”.

Consider the following statement,

pvec([2:4 7])

The expression displays the values placed 2^nd to 4^th and then 7^th from the sequence.

So, the output is “ans = 15 7 9 33”.

Consider the following statement,

linspace(5, 11, 3)

The expression generates three values that are equally spaced from 5 to 11.

So, the output is “ans = 5 8 11”.

And, consider the following statement,

logspace(2, 4, 3)

The expression generates three values that are equal to 10n, here n=2, 3, 4.

So, the output is “ans = 100 1000 10000”.

The

MATLAB Code:

clc

clear all

close all

pvec = 3:2:10

% Define the instruction to generate the sequence of number from 3 to 10 in increment of 2.

pvec(2) = 15

% Define the instruction in which the expression replaces the second term of the sequence of “pvec” with “15” and then displays sequence.

pvec(7) = 33

% Define the instruction in which the expression replaces the seventh term of the sequence of “pvec” with “33” and then displays sequence. Since, the values of the 5^th and the 6^th terms are not allotted, so these terms are allotted with zero.

pvec([2:4 7])

% Define the instruction in which the expression displays the values placed 2^nd to 4^th and then 7^th from the sequence.

linspace(5, 11, 3)

% Define the instruction in which the expression generates three values that are equally spaced from 5 to 11.

logspace(2, 4, 3)

% Define the instruction in which the expression generates three values that are equal to 10^n, here n = 2, 3, 4.

Save the MATLAB script with name, chapter2_54793_2_1P.m in the current folder. Execute the script by typing the script name at the command window to find the answer of the given following sequence of statements and expressions.

Result:

MATLAB: A Practical Introduction to Programming and Problem Solving, Chapter 2, Problem 2.1P , additional homework tip 1

MATLAB: A Practical Introduction to Programming and Problem Solving, Chapter 2, Problem 2.1P , additional homework tip 2

Therefore, the output of the following sequence of statements and expressions:

“pvec = 3:2:10”, “pvec(2) = 15” “pvec(7) = 33”, “pvec([2:4 7])”, “linspace(5, 11, 3)”, and “logspace(2, 4, 3)” are “pvec = 3 5 7 9”, “pvec = 3 15 7 9 0 0 33”, “ans = 15 7 9 33”, “ans = 5 8 11”, and “ans = 100 1000 10000” respectively.

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Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 5

Expert Solution & Answer

To determine

To find:

The output of the following sequence of statements and expressions, and verify them.

pvec = 3:2:10

pvec(2) = 15

pvec(7) = 33

pvec([2:4 7])

linspace(5, 11, 3)

logspace(2, 4, 3)

Answer to Problem 2.1P

Solution:

The output of the following sequence of statements and expressions:

“pvec = 3:2:10”, “pvec(2) = 15” “pvec(7) = 33”, “pvec([2:4 7])”, “linspace(5, 11, 3)”, and “logspace(2, 4, 3)” are “pvec = 3 5 7 9”, “pvec = 3 15 7 9 0 0 33”, “ans = 15 7 9 33”, “ans = 5 8 11”, and “ans = 100 1000 10000” respectively.

Explanation of Solution

Consider the following statement,

pvec = 3:2:10

The statement will generate the sequence of number from 3 to 10 in increment of 2.

So, the output is “pvec = 3 5 7 9”.

Consider the following statement,

pvec(2) = 15

The expression replaces the second term of the sequence of “pvec” with “15” and then displays sequence.

So, the output is “pvec = 3 15 7 9”.

Consider the following statement,

pvec(7) = 33

The expression replaces the seventh term of the sequence of “pvec” with “33” and then displays sequence. Since, the values of the 5^th and the 6^th terms are not allotted, so these terms are allotted with zero.

So, the output is “pvec = 3 15 7 9 0 0 33”.

Consider the following statement,

pvec([2:4 7])

The expression displays the values placed 2^nd to 4^th and then 7^th from the sequence.

So, the output is “ans = 15 7 9 33”.

Consider the following statement,

linspace(5, 11, 3)

The expression generates three values that are equally spaced from 5 to 11.

So, the output is “ans = 5 8 11”.

And, consider the following statement,

logspace(2, 4, 3)

The expression generates three values that are equal to 10n, here n=2, 3, 4.

So, the output is “ans = 100 1000 10000”.

The

MATLAB Code:

clc

clear all

close all

pvec = 3:2:10

% Define the instruction to generate the sequence of number from 3 to 10 in increment of 2.

pvec(2) = 15

% Define the instruction in which the expression replaces the second term of the sequence of “pvec” with “15” and then displays sequence.

pvec(7) = 33

% Define the instruction in which the expression replaces the seventh term of the sequence of “pvec” with “33” and then displays sequence. Since, the values of the 5^th and the 6^th terms are not allotted, so these terms are allotted with zero.

pvec([2:4 7])

% Define the instruction in which the expression displays the values placed 2^nd to 4^th and then 7^th from the sequence.

linspace(5, 11, 3)

% Define the instruction in which the expression generates three values that are equally spaced from 5 to 11.

logspace(2, 4, 3)

% Define the instruction in which the expression generates three values that are equal to 10^n, here n = 2, 3, 4.

Save the MATLAB script with name, chapter2_54793_2_1P.m in the current folder. Execute the script by typing the script name at the command window to find the answer of the given following sequence of statements and expressions.

Result:

MATLAB: A Practical Introduction to Programming and Problem Solving, Chapter 2, Problem 2.1P , additional homework tip 1

MATLAB: A Practical Introduction to Programming and Problem Solving, Chapter 2, Problem 2.1P , additional homework tip 2

Therefore, the output of the following sequence of statements and expressions:

“pvec = 3:2:10”, “pvec(2) = 15” “pvec(7) = 33”, “pvec([2:4 7])”, “linspace(5, 11, 3)”, and “logspace(2, 4, 3)” are “pvec = 3 5 7 9”, “pvec = 3 15 7 9 0 0 33”, “ans = 15 7 9 33”, “ans = 5 8 11”, and “ans = 100 1000 10000” respectively.

Answer 6

Expert Solution & Answer

To determine

To find:

The output of the following sequence of statements and expressions, and verify them.

pvec = 3:2:10

pvec(2) = 15

pvec(7) = 33

pvec([2:4 7])

linspace(5, 11, 3)

logspace(2, 4, 3)

Answer to Problem 2.1P

Solution:

The output of the following sequence of statements and expressions:

“pvec = 3:2:10”, “pvec(2) = 15” “pvec(7) = 33”, “pvec([2:4 7])”, “linspace(5, 11, 3)”, and “logspace(2, 4, 3)” are “pvec = 3 5 7 9”, “pvec = 3 15 7 9 0 0 33”, “ans = 15 7 9 33”, “ans = 5 8 11”, and “ans = 100 1000 10000” respectively.

Explanation of Solution

Consider the following statement,

pvec = 3:2:10

The statement will generate the sequence of number from 3 to 10 in increment of 2.

So, the output is “pvec = 3 5 7 9”.

Consider the following statement,

pvec(2) = 15

The expression replaces the second term of the sequence of “pvec” with “15” and then displays sequence.

So, the output is “pvec = 3 15 7 9”.

Consider the following statement,

pvec(7) = 33

The expression replaces the seventh term of the sequence of “pvec” with “33” and then displays sequence. Since, the values of the 5^th and the 6^th terms are not allotted, so these terms are allotted with zero.

So, the output is “pvec = 3 15 7 9 0 0 33”.

Consider the following statement,

pvec([2:4 7])

The expression displays the values placed 2^nd to 4^th and then 7^th from the sequence.

So, the output is “ans = 15 7 9 33”.

Consider the following statement,

linspace(5, 11, 3)

The expression generates three values that are equally spaced from 5 to 11.

So, the output is “ans = 5 8 11”.

And, consider the following statement,

logspace(2, 4, 3)

The expression generates three values that are equal to 10n, here n=2, 3, 4.

So, the output is “ans = 100 1000 10000”.

The

MATLAB Code:

clc

clear all

close all

pvec = 3:2:10

% Define the instruction to generate the sequence of number from 3 to 10 in increment of 2.

pvec(2) = 15

% Define the instruction in which the expression replaces the second term of the sequence of “pvec” with “15” and then displays sequence.

pvec(7) = 33

% Define the instruction in which the expression replaces the seventh term of the sequence of “pvec” with “33” and then displays sequence. Since, the values of the 5^th and the 6^th terms are not allotted, so these terms are allotted with zero.

pvec([2:4 7])

% Define the instruction in which the expression displays the values placed 2^nd to 4^th and then 7^th from the sequence.

linspace(5, 11, 3)

% Define the instruction in which the expression generates three values that are equally spaced from 5 to 11.

logspace(2, 4, 3)

% Define the instruction in which the expression generates three values that are equal to 10^n, here n = 2, 3, 4.

Save the MATLAB script with name, chapter2_54793_2_1P.m in the current folder. Execute the script by typing the script name at the command window to find the answer of the given following sequence of statements and expressions.

Result:

MATLAB: A Practical Introduction to Programming and Problem Solving, Chapter 2, Problem 2.1P , additional homework tip 1

MATLAB: A Practical Introduction to Programming and Problem Solving, Chapter 2, Problem 2.1P , additional homework tip 2

Therefore, the output of the following sequence of statements and expressions:

“pvec = 3:2:10”, “pvec(2) = 15” “pvec(7) = 33”, “pvec([2:4 7])”, “linspace(5, 11, 3)”, and “logspace(2, 4, 3)” are “pvec = 3 5 7 9”, “pvec = 3 15 7 9 0 0 33”, “ans = 15 7 9 33”, “ans = 5 8 11”, and “ans = 100 1000 10000” respectively.

Answer 7

Expert Solution & Answer

Answer 8

Expert Solution & Answer

Answer 9

To determine

To find:

The output of the following sequence of statements and expressions, and verify them.

pvec = 3:2:10

pvec(2) = 15

pvec(7) = 33

pvec([2:4 7])

linspace(5, 11, 3)

logspace(2, 4, 3)

Answer 10

Answer to Problem 2.1P

Solution:

The output of the following sequence of statements and expressions:

“pvec = 3:2:10”, “pvec(2) = 15” “pvec(7) = 33”, “pvec([2:4 7])”, “linspace(5, 11, 3)”, and “logspace(2, 4, 3)” are “pvec = 3 5 7 9”, “pvec = 3 15 7 9 0 0 33”, “ans = 15 7 9 33”, “ans = 5 8 11”, and “ans = 100 1000 10000” respectively.

Answer 11

Explanation of Solution

Consider the following statement,

pvec = 3:2:10

The statement will generate the sequence of number from 3 to 10 in increment of 2.

So, the output is “pvec = 3 5 7 9”.

Consider the following statement,

pvec(2) = 15

The expression replaces the second term of the sequence of “pvec” with “15” and then displays sequence.

So, the output is “pvec = 3 15 7 9”.

Consider the following statement,

pvec(7) = 33

The expression replaces the seventh term of the sequence of “pvec” with “33” and then displays sequence. Since, the values of the 5^th and the 6^th terms are not allotted, so these terms are allotted with zero.

So, the output is “pvec = 3 15 7 9 0 0 33”.

Consider the following statement,

pvec([2:4 7])

The expression displays the values placed 2^nd to 4^th and then 7^th from the sequence.

So, the output is “ans = 15 7 9 33”.

Consider the following statement,

linspace(5, 11, 3)

The expression generates three values that are equally spaced from 5 to 11.

So, the output is “ans = 5 8 11”.

And, consider the following statement,

logspace(2, 4, 3)

The expression generates three values that are equal to 10n, here n=2, 3, 4.

So, the output is “ans = 100 1000 10000”.

The

MATLAB Code:

clc

clear all

close all

pvec = 3:2:10

% Define the instruction to generate the sequence of number from 3 to 10 in increment of 2.

pvec(2) = 15

% Define the instruction in which the expression replaces the second term of the sequence of “pvec” with “15” and then displays sequence.

pvec(7) = 33

% Define the instruction in which the expression replaces the seventh term of the sequence of “pvec” with “33” and then displays sequence. Since, the values of the 5^th and the 6^th terms are not allotted, so these terms are allotted with zero.

pvec([2:4 7])

% Define the instruction in which the expression displays the values placed 2^nd to 4^th and then 7^th from the sequence.

linspace(5, 11, 3)

% Define the instruction in which the expression generates three values that are equally spaced from 5 to 11.

logspace(2, 4, 3)

% Define the instruction in which the expression generates three values that are equal to 10^n, here n = 2, 3, 4.

Save the MATLAB script with name, chapter2_54793_2_1P.m in the current folder. Execute the script by typing the script name at the command window to find the answer of the given following sequence of statements and expressions.

Result:

MATLAB: A Practical Introduction to Programming and Problem Solving, Chapter 2, Problem 2.1P , additional homework tip 1

MATLAB: A Practical Introduction to Programming and Problem Solving, Chapter 2, Problem 2.1P , additional homework tip 2

Therefore, the output of the following sequence of statements and expressions:

“pvec = 3:2:10”, “pvec(2) = 15” “pvec(7) = 33”, “pvec([2:4 7])”, “linspace(5, 11, 3)”, and “logspace(2, 4, 3)” are “pvec = 3 5 7 9”, “pvec = 3 15 7 9 0 0 33”, “ans = 15 7 9 33”, “ans = 5 8 11”, and “ans = 100 1000 10000” respectively.

Answer 12

Chapter 2, Problem 2.1P Chapter 2, Problem 2.2P Chapter 2, Problem 2.3P Chapter 2, Problem 2.4P Chapter 2, Problem 2.5P Chapter 2, Problem 1E Chapter 2, Problem 2E Chapter 2, Problem 3E Chapter 2, Problem 4E Chapter 2, Problem 5E

Chapter 2, Problem 2.1P

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Answer to Problem 2.1P

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