Can u simplify this further? (25-x) / (-25-x)

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The expression (25-x) / (-25-x) cannot be simplified further because it involves subtraction, which requires a common factor for simplification. Simplification is only possible when both the numerator and denominator are single terms that can be factored. If the expression were (25-x)/(x-25), it could be simplified to -1. Therefore, the original expression remains as is. Understanding the conditions for simplification is crucial in algebraic expressions.
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can u simplify this further?
(25-x) / (-25-x)

thanks.
 
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No.
It is subtracting, therefor it would need to be a multiple of, in order to be able to simplify. If the both the top and bottom were multiplying(1 term in each denominator and numberator) then yes, you would be able to simplify.

Bottom line, no, when more than one term, it has to be perfect in order to simplify.
 
ok thanks.
 
IF the problem were (25-x)/(x-25) then it would be -(x-25)/(x-25)= -1.
 
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