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If 2x+y = 22x+y = √8 then the respective values of x and y are?
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If 2x+y = 22x+y = √8 then the respective values of x and y are?
Given equations:
2x + y = 22
x + y = √8

Finding the values of x and y:
- To solve for x and y, we will use the given equations simultaneously to eliminate one variable.
- We can subtract the second equation from the first equation to eliminate y:
    2x + y - (x + y) = 2√2
    x = 2√2
- Now, substitute x back into one of the equations to solve for y:
    2(2√2) + y = 2√2
    4√2 + y = √8
    y = √8 - 4√2
    y = 2√2 - 4√2
    y = -2√2

Therefore, the respective values of x and y are:
- x = 2√2
- y = -2√2
- These values satisfy both equations provided in the question.
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