- #1
skook
- 15
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Could someone tell me how to find the solution set for the following, please.
[tex]\frac{x}{2-x}<4 [/tex]
thanks
skook
[tex]\frac{x}{2-x}<4 [/tex]
thanks
skook
The first step in solving an inequality problem is to isolate the variable on one side of the inequality symbol. This can be done by using inverse operations or by simplifying the expressions on both sides of the inequality.
To determine if a solution is valid for an inequality, plug the solution back into the original inequality. If the resulting statement is true, then the solution is valid. If the resulting statement is false, then the solution is not valid.
Yes, you can use the same methods as solving an equation for solving an inequality. However, keep in mind that when multiplying or dividing by a negative number, the direction of the inequality symbol will need to be switched.
The solution set for an inequality shows all the possible values that the variable can take to make the inequality true. It helps to determine the range of values that satisfy the given inequality and provides a complete understanding of the problem.
You can check your solution for an inequality problem by plugging it back into the original inequality, simplifying the expression, and seeing if the resulting statement is true. You can also graph the inequality and plot your solution point to visually check if it satisfies the inequality.