Simplify the sum. State any restrictions on the variables.
x - 2/x + 3 + 10x/(x2) - 9
Solution:
Given that:
x - 2/x + 3 + 10x/(x2) - 9
Rearranging the terms,
x - 2/x - 6 + 10/x
We shall take the LCM of the terms
= x2 - 2 + 10 - 6x /x
= x2 - 6x + 8 /x
This is the simplified form of the given equation
There is a restriction that x should not be equal to 0.
Simplify the sum. State any restrictions on the variables. x - 2/x + 3 + 10x/(x2) - 9
Summary:
This is the simplified form of the given equation x - 2/x + 3 + 10x/(x2) - 9 is x2 - 6x + 8 /x. There is a restriction that x should not be equal to 0.
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