 
			 
			MCQOPTIONS
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				This section includes 14 Mcqs, each offering curated multiple-choice questions to sharpen your Matlab knowledge and support exam preparation. Choose a topic below to get started.
| 1. | Choose the function to solve the following problem, symbolically, in the easiest way. | 
| A. | linsolve(x,y) where x and y are the co-efficient and result matrix respectively | 
| B. | solve(x,y) where x and y are the co-efficient and result matrix respectively | 
| C. | sol(x,y) where x and y are the co-efficient and result matrix respectively | 
| D. | the equations are not solvableView Answer | 
| Answer» B. solve(x,y) where x and y are the co-efficient and result matrix respectively | |
| 2. | What is the difference between a[] and a{}? | 
| A. | a[] is for empty cell array while a{} is for empty linear array | 
| B. | a[] is for empty linear array while a{} is for empty cell array | 
| C. | No difference | 
| D. | a[] is an empty row vector while a{} is an empty column vector | 
| Answer» C. No difference | |
| 3. | If a./b=(b./a)T, what can be concluded about the matrices a and b? | 
| A. | a = bT | 
| B. | a = b-1 | 
| C. | a = b’ | 
| D. | nothing special | 
| Answer» B. a = b-1 | |
| 4. | If A and B are two matrices, such that a./b=b.\a, what is concluded? | 
| A. | Nothing special | 
| B. | A = AT | 
| C. | A = A-1 | 
| D. | A = A | 
| Answer» B. A = AT | |
| 5. | Which operator set is used for left and right division respectively? | 
| A. | .\ and ./ | 
| B. | ./ and .\ | 
| C. | Left division and right division is not available in MATLAB | 
| D. | / and \ | 
| Answer» B. ./ and .\ | |
| 6. | Which code is used to solve the system of linear equation: A.(x2)= B? | 
| A. | sqrt([1 4;1 4]/[1 2;1 2]) | 
| B. | Inf | 
| C. | sqrt([1 4,1 4]/[1 2,1 2]) | 
| D. | sqrt[(1 4;1 4]/[1 2;1 2)] View Answer | 
| Answer» B. Inf | |
| 7. | What is the function used to multiply a matrix, A, with itself n times?a) mtimes(A,n)b) ntimes(A,n)c) mtimes(n, | 
| A. | mtimes(A,n) | 
| B. | ntimes(A,n) | 
| C. | mtimes(n,A) | 
| D. | mtimes(A^n) | 
| Answer» B. ntimes(A,n) | |
| 8. | Which code can be used for changing the dimensions of a matrix as follows? | 
| A. | reshape([1,2,3;4,5,6],1,6) | 
| B. | reshape([1,2,3;4,5,6];1;6) | 
| C. | reshape([1,2,3;4,5,6]:1:6) | 
| D. | reshape([1,2,3;4,5,6],6,1)View Answer | 
| Answer» B. reshape([1,2,3;4,5,6];1;6) | |
| 9. | Which code will help to concatenate two matrices easily in 2 dimensions? | 
| A. | cat(A,B) | 
| B. | cat(2,[1 2;3 4], [1 2; 3 4]) | 
| C. | cat(2;[1 2,3 4]; [1 2, 3 4]) | 
| D. | cat([1 2;3 4], [1 2; 3 4])View Answer | 
| Answer» C. cat(2;[1 2,3 4]; [1 2, 3 4]) | |
| 10. | What is the advantage of MATLAB over other computing software with matrix dimensions? | 
| A. | No advantage | 
| B. | Real time pre-defined memory allocation | 
| C. | Real time user-defined memory allocation | 
| D. | Matrix operations are easily computed | 
| Answer» D. Matrix operations are easily computed | |
| 11. | What is the symbol used to evaluate the transpose of a vector? | 
| A. | “ ^ ” | 
| B. | “ * ” | 
| C. | “ ‘ ” | 
| D. | “ ~ ” | 
| Answer» D. “ ~ ” | |
| 12. | To see the sub-matrix with aij for 2 | 
| A. | a(2;4,1;2) | 
| B. | a(2,4:1,2) | 
| C. | a(2:4,1:2) | 
| D. | a(2,4;1,2) | 
| Answer» D. a(2,4;1,2) | |
| 13. | How many errors will MATLAB show if the following code entered? | 
| A. | 2 | 
| B. | 1 | 
| C. | No error | 
| D. | 4View Answer | 
| Answer» C. No error | |
| 14. | Vectors depend upon brackets while scalars don’t. | 
| A. | True | 
| B. | False | 
| Answer» B. False | |