We have to solve
10/(x - 2) = 15/(6 + x)
By cross multiplying, we'll get
=> 10(6 + x) = 15(x - 2)
By solving the brackets
=> 60 + 10x = 15x - 30
Finally, we'll shift the variables and constants to either sides to get the value of x
=> 10x - 15x = -30 - 60
=> -5x = -90
=> x = 18
The value of x is 18.
10/(x - 2) = 15/(6 + x)
By cross multiplying, we'll get
=> 10(6 + x) = 15(x - 2)
By solving the brackets
=> 60 + 10x = 15x - 30
Finally, we'll shift the variables and constants to either sides to get the value of x
=> 10x - 15x = -30 - 60
=> -5x = -90
=> x = 18
The value of x is 18.
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