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2x+2y=58

2(x+10)+4y=92

now you just solve one of these in terms of y or x, so the first one would be

2x+2y=58

2x=58-2y

x=29-y

and you plug that in for x into the second equation

2((29-y)+10)+4y=92

58-2y+20+4y=92

2y=14

y=7 (this is the width)

and you can plug this y back into what you got for x

x=29-y

x=22

so length is 22 width is 7

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Q: He perimeter of a rectangle is 58 m. If the width were doubled and the length were increased by 10 m the perimeter would be 92 m. What are the length and width of the rectangle?
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