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In this article, we have presented the most important Interview Questions on MatLab along with detailed answers.

## Theory questions

### Q1. What is MATLAB, and what are its uses?

Answer: MATLAB is short for **Mat**rix **Lab**oratory. The MathWorks-developed MATLAB is a proprietary, **multi-paradigm programming language and environment** for numerical computation. It is possible to,

- manipulate matrices
- visualize functions and data
- apply algorithms
- build user interfaces
- and communicate with other programming languages

using MATLAB.

### Q2. What are some of the unique advantages of MATLAB?

Answer:

- MATLAB offers great performance while providing extensive UI options. Hence it becomes easy to quickly implement, debug and test full-scale algorithms.
- The availability of libraries for a wide range of domains(like signal processing, image processing, etc) and is compatible with various external platforms and devices makes prototyping experimental projects comfortable.

### Q3. Is MATLAB an OOP language?

Ans: The MATLAB language enables you to create programs using both procedural and object-oriented techniques.

### Q4. Can you create GUI using MATLAB?

Ans: Yes, Matlab provides a good environment for creating the GUI. This is because it automatically generates the code for the design of the GUI.

### Q5. What is SIMULILNK?

Ans: Simulink is a MATLAB-based graphical programming environment for modeling, simulating, and analyzing multidomain dynamical systems. Simulink is integrated with MATLAB.

### Q6. Can you build Custom Neural Networks in MATLAB?

Ans: Yes, Neural Networks with user-defined architectures can be defined in MATLAB.

### Q7. What are the possible extensions for MATLAB files?

Ans: .m, .mlx, mat are common extensions for matlab files

### Q8. What is the language MATLAB is written in?

Ans:

In contrast to other coding languages, MATLAB's native coding language is easy to use. In addition, you may select the language in which you want to code. It has built-in compilers for the majority of widely used programming languages, including C, C++, and java. The language can be changed to suit your tastes.

## Code questions

### Q1. How to write and call a function in MATLAB?

Ans:

Function definition,

```
function < output > = < function_name >( < function_parameters > )
<function body>
end
```

Function call,

`< result_variable > = < function_name >( < input_function_parameters > )`

eg:

defining a funciton to add 2 inputs,

```
function sum = my_add(a, b)
sum = a+b;
end
```

function call,

```
my_sum = my_add(1, 2)
```

result,

```
my_sum = 3
```

### Q2. How to create a 2D-plot in MATLAB?

Ans:

Plot definition,

`plot(< variable_1 >, < variable_2 >, ...)`

Here variable_1 is plotted along the horizontal axis and variable_2 is plotted on the vertical axis.

eg:

```
x = 1
y = 1
plot(x, y, ".")
```

result,

### Q3. How to create a 3D-plot in MATLAB?

Ans:

Plot definition,

`plot3(< variable_1 >, < variable_2 >, < variable_3 >)`

eg:

```
x = 1
y = 1
z = 1
plot3(x, y, z, ".")
```

result,

### Q4. How to comment in MATLAB ?

Ans:

**Single Line Comment**

A comment is defined using `%`

anything following it in the same line will not be complied as code.

**Multi Line Comment**

The text enclosed withing `%{`

and `%}`

are not complied as code

### Q5. How to create a matrix in MATLAB ?

Ans:

Matrices in general are referred to as Arrays and Multi-Dimensional arrays in MATLAB. Array elements are defined enclosed in square brackets `[]`

. different elements are distinguished by either whitespace or commas ` and `

`,`

.

When defining matrices elements are defined row-wise i.e., the elements of rows are filled first. successive rows are distinguished by semicolon `;`

eg of a 2x3 matrix,

`< variable_name > = [1 3 5; 2 4 6;]`

### Q6. How are elements of matrices accessed in MATLAB?

Ans:

- MATLAB arrays are 1-indexed

matrice elements are accessed using `< variable_name >( dim1 , dim2 , dim3, ...)`

eg:

accessing the 2 row and 2 column element of M

```
M = [1, 2 ,3; 4, 5, 6; 7, 8, 9]
M(2, 2)
```

### Q7. How to slice matrices in MATLAB?

Ans:

Matrices are sliced using colon `:`

like,

`< sliced_variable > = < original_variable >(start_index:end_index, ... )`

eg:

slicing the first 2 rows and columns of M from previous eg

```
N = M(1:2,1:2)
```

result,

```
N = [1, 2; 4, 5]
```

### Q8. How to suppress the output of a MATLAB code?

Ans:

following the statement by semicolon `;`

will suppress the output being generated.

eg:

```
a = 10;
```

result:

The output will be suppressed and nothing will be displayed.

### Q9. How to define the precision of outputs in MATLAB?

Ans:

`digits(d)`

sets the precision used by vpa to d significant decimal digits. The default is 32 digits.

eg:

```
pi_32 = vpa(pi)
digits(5)
pi_5 = vpa(pi_32)
```

result:

```
pi_5 = 3.1416
```

### Q10. How to perform element-wise multiplication in MATLAB?

Ans:

The `.`

operator as the prefix is used to signify the arithmetic operator is required to be performed element-wise.

eg:

```
A = [1; 2]
B = [2; 3]
C = A.*B
```

result,

```
C = [2; 6]
```

### Q11. How to stop a program in MATLAB ?

Ans:

To end a program in MATLAB, you may either use the quit command directly or a desktop shortcut like Ctrl + C.

### Q12. How to read and display an image in MATLAB?

Ans:

An image can be read by,

`< variable_name > = imread("< Directory/ Image_name >");`

An image can be displayed by,

`imshow(< variable_name >)`

### Q13. How to read an audio file in MATLAB?

Ans:

An audio file can be read by,

`[< sampled_data >, < sample_rate >] = audioread("< Directory/ AudioFile_name >")`

### Q14. How to read an Excel file in MATLAB?

Ans:

originally it can be done by,

`< variable_name > = xlsread("< Directory/ ExcelFile_name >")`

but it is recommended to use readtable, readmatrix, or readcell based on the application instead.

### Q15. What are the types of loops available in MATLAB?

Ans:

MATLAB offers two basic loops

- For loop
- While loop

eg:

for loop,

```
for i = 1:5
i
end
```

while loop,

```
i = 1
while i<5
i = i+1
end
```

### Q16. Are nested loops supported in MATLAB?

Ans: Yes

eg:

```
i = 1
while i<5
i = i+1
for j = 1:5
j
end
end
```

### Q17. How to generate a random number in MATLAB?

Ans:

`rand`

is used for Uniformly distributed random numbers, `randn`

is used for Normally distributed random numbers, and `randi`

is used for Uniformly distributed pseudorandom integers.

eg:

```
res = randi()
```

result:

```
res = 9
```

### Q18. How to control the random number generation in MATLAB?

Ans:

seed for the random number generation is specified by `rng(< seed >)`

\

eg:

```
rng(1)
```

result:

This ensures that the random numbers generated is in accordance with the seed specified. In other words, it makes it so that the numbers will be consistent with each generation which is used to verify results during testing.

### Q19. How to convert different data types in MATLAB?

Ans:

Data type of different variables can be converted using the help of inbuilt commands. some of them are,

command | purpose |
---|---|

string | String array |

char | Character array |

cellstr | Convert to cell array of character vectors |

int2str | Convert integers to characters |

mat2str | Convert matrix to characters |

num2str | Convert numbers to character array |

eg:

```
my_char = ['a', ' ', 's', 't', 'r']
my_sting = string(my_char)
```

result:

this command combines the array of characters into a string.

### Q20. How to time code in MATLAB?

Ans:

functions can be timed using the timeit command as so,

```
< function_variable > = @() < function_name >(< input_function_parameters >);
timeit(< function_variable >)
```

portions of code can be timed using, `tic`

and `toc`

commands

finally, the difference will give the run time of the enclosed code.

### Q21. What are different storage functions in MATLAB?

Ans:

- clear â€“ Removes variables from memory.
- pack â€“ Saves the existing variables to disk, and then reloads them contiguously.
- save â€“ Selectively persists variables to disk.
- load â€“ Reloads a data file saved with the save function.
- quit â€“ Exits MATLAB and returns all allocated memory to the system.

### Q22. How to get the inverse of a matrix in MATLAB?

Ans:

The inverse of a matrix can be obtained by,

`< inverted_matrix_name > = inv(< original_matrix_name >)`

eg:

```
A = [1, 0; 0, 1]
B = inv(A)
```

result,

```
B = [1, 0; 0, 1]
```

### Q23. How to perform dot and cross product in MATLAB?

Ans:

dot product returns a scalar output and is done as so,

`< result_varaible_name > = dot(< variable_1 >, <variable_2 >)`

similarly, the cross product is done as,

`< result_varaible_name > = cross(< variable_1 >, <variable_2 >)`

eg:

```
A = [1, 0; 0, 1]
B = [0, 1; 1, 0]
res = dot(A, B)
```

result,

```
res = [0, 0]
```

### Q24. How to perform convolution operation in MATLAB?

Ans:

`< result_varaible_name > = conv(< variable_1 >, <variable_2 >, shape*)`

Here, variable_2 is the filter and shape is an optional parameter for defining the type of convolution operation. The possible values are "same", "valid" and "full"

eg:

```
A = [1, 1, 2, 2]
B = [1, 2, 1]
res = conv(A, B)
```

result,

```
res = [1, 3, 5, 7, 6, 2]
```

### Q25. How to perform n-dimensional convolution operation in MATLAB?

Ans:

`< result_varaible_name > = convn(< variable_1 >, <variable_2 >)`

eg:

```
A = [1, 1; 2, 2]
B = [1; 1]
res = convn(A, B)
```

result:

```
res = [1, 1; 3, 3; 2, 2]
```

### Q26. How to use Trignometric funcitons in matalb?

Ans:

The following are the trignometric function variants available in MATLAB,

command | operation |
---|---|

sin | Sine of argument in radians |

sind | Sine of argument in degrees |

sinpi | Compute sin(Xxpi) accurately |

asin | Inverse sine in radians |

asind | Inverse sine in degrees |

sinh | Hyperbolic sine |

asinh | Inverse hyperbolic sine |

the same are available for all cos, tan, csc, sec and cot

### Q27. How to convert Degrees and Radians in MATLAB?

Ans:

`deg2rad`

is used to Convert angle from degrees to radians and

`rad2deg`

is used to Convert angle from radians to degrees

eg:

```
res = deg2rad(360)
```

result,

```
res = 6.2832
```

### Q28. How to get the diagonal elements of a matrix in MATLAB?

Ans:

`< result_varaible_name > = diag(< input_matrix_name >)`

eg:

```
A = [1, 0; 0, 1]
res = diag(A)
```

result,

```
res = [1; 1]
```

### Q29. How to get the transpose of a matrix in MATLAB?

Ans:

the transpose of a matrix in MATLAB can be obtained in the following ways

`< transpose_matrix_name > = transpose(< input_matrix_name >)`

`< transpose_matrix_name > = < input_matrix_name >.'`

eg:

```
A = [1, 2; 3, 4]
res = transpose(A)
```

result,

```
res = [1, 3; 2, 4]
```

### Q30. How to find the eigen values of a matrix in MATLAB?

Ans:

The eigen values of a matrix can be found using,

`< result_varaible_name > = eig(< input_matrix_name >)`

eg:

```
A = [1, 0; 0, 1]
res = eig(A)
```

result,

```
res = [1; 1]
```

### Q31. How to get the real part of a variable in MATLAB?

Ans:

The real component can be obtained by,

`< result_varaible_name > = real(< variable_1 >)`

eg:

```
A = 10 + 15i
res = real(A)
```

result,

```
res = 10
```

### Q32. How to get the complex part of a variable in MATLAB?

Ans:

The complex part can be obtained by,

`< result_varaible_name > = imag(< variable_1 >)`

eg:

```
A = 10 + 15i
res = imag(A)
```

result,

```
res = 15
```

## Multiple choice questions (MCQs)

### Q1. Which of the following are correct ways to uniformly sample n points between 2 points [a, b]

**(a)** linspace(a, b, n)

**(b)** n*(a, b)

**(c)** [(a-b)/n]*n

**(d)** a: (a-b)/n: b

Ans: Options - a and d

Explanation: syntax

### Q2. What is the output of the following code?

`size('')`

**(a)** 1 1

**(b)** 0 0

**(c)** 1

**(d)** error

Ans: Option - b

Explanation: The type of input that was provided is returned by the size command. The input string here is an empty string, however, the size function will return the number of rows and columns existing in the string, which in this case is 0 and 0.

### Q3. What is the final value of a?

```
a = 0
for i = 0:2:10
for j = 1:5
a = a + 2
end
end
```

**(a)** error

**(b)** 10

**(c)** 60

**(d)** 50

Ans: Option - c

Explanation: The first loop has 6 iterations and the second nested loop has 5 iterations. In total 30 updates of a. a = 30*2 = 60

### Q4. What is the final value of c?

```
a = 1
b = 2
a += 1
b = a + b
c = b + a
```

**(a)** error

**(b)** 6

**(c)** 5

**(d)** 4

Ans: Option - a

Explanation: we cannot perform unary addition in MATLAB using += or similar operations.

### Q5. The correct way to produce a 1 complete sine wave plot when the variables are declared as follows is

```
v1 = 0:0.01:2*pi
v2 = sin(v1)
```

**(a)** plot(v2, v1)

**(b)** plot(v1, v2)

**(c)** plot([v1, v2])

**(d)** plot([v2, v1])

Ans: Option - b

Explanation: syntax

### Q6. What is the expected output for b in the following code?

```
a = linspace(0, 100, 101)
b = (a>50)
```

**(a)** array with 101 elements, first 50 are 0

**(b)** array with 101 elements, first 51 are 1

**(c)** array with 100 elements, first 50 are 1

**(d)** array with 101 elements, first 51 are 0

Ans: Option - d

Explanation: 51(in 52nd index) valued element will be the starting point of 1s, hence 51 0s in 101 elements.

### Q7. Which of the following will output all odd numbers less than 100?

**(a)** 1:2:99

**(b)** (1:100)/2 < 100

**(c)** odd(0, 100)

**(d)** None of the above

Ans: Option - a

Explanation: syntax

### Q8. What is the expected output of the following code?

```
true & false & true & false
```

**(a)** true

**(b)** false

**(c)** 1

**(d)** 0

Ans: Option - d

Explanation: left to right

### Q9. What is the expected output of the following code?

```
true | false & true | false
```

**(a)** true

**(b)** false

**(c)** 1

**(d)** 0

Ans: Option - c

Explanation: & has greater precedence than |

### Q10. Both & and && are the same True/False?

**(a)** False

**(b)** true

Ans: Option - a

Explanation: & is a logical elementwise operator, while && is a logical short-circuiting operator

## Explain the code

Try not to run the code

Hint: try a few manual iterations

### Q1. Explain the following code

```
a = 0;
b = 1;
n = 10;
for i = 1:n
a
c = a + b;
a = b;
b = c;
end
```

Ans: This is a simple implementation of the Fibonacci function up to n digits, typically identified by the declaration of a and b to 0 and 1 along with their update patterns.

### Q2. Here input x is an array, include the expected output in your answer,

```
num = numel(x);
for j = 0 : num-1
for i = 1: num-j-1
if x(i)>x(i+1)
temp = x(i);
x(i) = x(i+1);
x(i+1) = temp;
end
end
end
```

Ans: The following is the algorithm for **bubble sort** (identified by the conditional temp variable for swapping the element indices as well as 2 loops) and the expected output is the sorted array of x (stored in x as well).

### Q3. Here input x is an array, include the expected output in your answer,

```
num = length(x);
tmp = x(1);
ind = 1;
for i = 1:num
if tmp < x(i)
tmp = x(i);
ind = i;
end
end
```

Ans: The following code is the algorithm for finding the greatest value along with its index in a given input. Logically simplest implementation of the greatest and lowest value(change the condition to - tmp > x(i) ) index pair identification algorithm is formulated as above.

### Q4. Explain in terms of Machine Learning,

```
lim = rand()*10
x = linspace(-lim, lim, 100);
for i = 1:length(x)
exp_val = exp(-x(i));
y(i) = 1/(1+exp_val);
end
plot(x, y)
```

Ans: The first two lines synthesize data and within the loop the sigmoid function is applied to the input. In essence, the code is generating a random sigmoid plot in the range [-lim, lim]

### Q5. Here input x is an arry, explain the following code,

```
mid = floor(length(x)/2);
if sum(x(1:mid)) > sum(x(mid:end))
y = 0;
else
y = 1;
end
```

Ans: The code compares the sum of the elements of half of the input and returns value 0 if the sum of elements in the first half of the input is greater and 1 otherwise.

### Q6. Explain in terms of Machine Learning,

```
W = [0.5 0.25; 0.25 0.5];
X = [.12; .74];
B = 1;
Z = W + B;
```

Ans: This is the illustration of broadcasting and works accordingly with some operators in matlab. Here, W represents the weights and B bias of a layer. Corresponding Z(preactivation value of neuron) is calculated.

### Q7. Include the expected output in your answer,

```
(2*Inf)-(1*Inf)
```

Ans: The output is NaN, Inf is used as an initial assignment in some cases and its value is not-defined/vaguely defined, equivalently in matlab terms NaN.

### Q8. Include the expected output in your answer,

```
pos = [0 0; % startpoint
10 10]; % endpoint
nturns = 5;
dp = diff(pos,1,1);
R = hypot(dp(1), dp(2));
phi0 = atan2(dp(2), dp(1));
phi = linspace(0, nturns*2*pi, 10000);
r = linspace(0, R, numel(phi)) ;
x = pos(1,1) + r .* cos(phi + phi0) ;
y = pos(1,2) + r .* sin(phi + phi0) ;
plot(x,y,'b-', 'MarkerSize', 3) ;
```

Ans: This plots a spiral between the defined start point and endpoint. The variables used often provide hints of the purpose of the code. Additionally, we are adding corresponding circular components using trigonometric values.

### Q9. Here input x is an array, explain the following code,

```
unq = unique(x);
ind_o = mod(unq,2)==1
unq_new = unique(unq.*ind_o)
n_unq_o = length(unq_new)
```

Ans: The output is the number of unique odd elements including 0.

### Q10. Here input x is an array, explain the following code,

```
k = x(:,1);
x(:,1) = x(:,end);
x(:,end) = k;
```

Ans: The extreme elements are swapped.