If X and Y are matrices of order 2×3 what is the order of 7X - 5Y
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Answer:
7x-5y is in the order of 2*3.
Step-by-step explanation:
The order of 7x-5y matrix is 2*3.
Because matrix x is in the order of 2*3 and matrix y is in the order of 2*3.
Now if we multiply 7 with each of the element of the matrix then the order remain same.
Same things happens for the y matrix.
So 7x is also in the order of 2*3 and 5y is in the order of 2*3.
So 7x-5y is in the order of 2*3.
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Answered by
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Answer:
The matrix obtained by 7X - 5Y will be of order 2x3
Step-by-step explanation:
Given :- matrix X and Y are of order 2x3 .
To find :- order of 7X - 5Y = ?
Solution :-
concept :-
- The addition/subtraction of matrices are possible only when the order of the matrix is equal ,
- for addition/subtraction of 7X - 5Y , order of X and Y matrix must be same , and so they are 2 x 3 .
- hence the matrix obtained by the above operation , will give us the matrix of order 2 x 3 .
Answer :- the matrix obtained by 7X - 5Y will be of order 2x3 .
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