Question

(4x-2)/(x-2) how do we simplify this equation

Answer 1

The expression
`((4x-2))/((x-2))` cannot be simplified as there are no common factors to cancel out. The only exception is when x = 2, which makes the expression undefined. Always remember to round probabilities to four decimal places for precision.

The expression
`((4x-2))/((x-2))` cannot be simplified unless x = 2, which would make the denominator zero and the expression undefined. In general, simplification involves factoring both the numerator and the denominator and then canceling out common factors.

However, if we factor the numerator, we get 2(2x-1), which does not have a common factor with (x-2). Therefore, the expression is already in its simplest form. It's important to note that for all values of x except 2, the expression is well-defined and cannot be simplified further.

To ensure calculations of probabilities or numerical values are precise, round answers to four decimal places. This rounding is commonly applied in probability problems to achieve the desired level of accuracy.