B are TWO matrices, then matrix AB exist when “No. of COLUMNS of Matrix A = No. of rows of Matrix B “SIMILARLY, matrix BA exist when “No. of columns of Matrix B = No. of rows of Matrix A “CALCULATION:For Matrix AB to exist, No. of columns of Matrix A = No. of rows of Matrix B)⇒ x + 5 = yFor Matrix BA to exist, No. of columns of Matrix B = No. of rows of Matrix A⇒ 11 - y = xSolving both the equations, we get: x = 3, y = 8.

"> B are TWO matrices, then matrix AB exist when “No. of COLUMNS of Matrix A = No. of rows of Matrix B “SIMILARLY, matrix BA exist when “No. of columns of Matrix B = No. of rows of Matrix A “CALCULATION:For Matrix AB to exist, No. of columns of Matrix A = No. of rows of Matrix B)⇒ x + 5 = yFor Matrix BA to exist, No. of columns of Matrix B = No. of rows of Matrix A⇒ 11 - y = xSolving both the equations, we get: x = 3, y = 8.

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The matrix A has x rows and x + 5 columns. The matrix B has y rows and 11 - y columns. Both AB and BA exist. What are the values of x and y respectively?

General Knowledge General Awareness in General Knowledge 9 months ago

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CONCEPT:If A, B are TWO matrices, then matrix AB exist when “No. of COLUMNS of Matrix A = No. of rows of Matrix B “SIMILARLY, matrix BA exist when “No. of columns of Matrix B = No. of rows of Matrix A “CALCULATION:For Matrix AB to exist, No. of columns of Matrix A = No. of rows of Matrix B)⇒ x + 5 = yFor Matrix BA to exist, No. of columns of Matrix B = No. of rows of Matrix A⇒ 11 - y = xSolving both the equations, we get: x = 3, y = 8.

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