Math  /  Algebra

Question10 Write a system of equations which represents the real world problem. (a) The sum of two numbers is 24 and their difference is 2 . \square \square (b) Solve the system of equations. x=x= \square .y=. y= \square

Studdy Solution
Verify the solution by substituting x=13x = 13 and y=11y = 11 back into the original equations.
For the first equation: x+y=13+11=24 x + y = 13 + 11 = 24 This is correct.
For the second equation: xy=1311=2 x - y = 13 - 11 = 2 This is correct.
The solutions are: x=13 x = 13 y=11 y = 11

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