SOLUTION: Solve the following equations and inequality for x. If the solution is extraneous, please state that it is. Please show me all work for a better understanding.
x/4 - x-1/2 >= 3
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Question 1068497: Solve the following equations and inequality for x. If the solution is extraneous, please state that it is. Please show me all work for a better understanding.
x/4 - x-1/2 >= 3
Note: x-1 is the whole numerator of the second fraction. All of it is over 2. It is not x - 1/2. If you can not understand '>=', I am trying to state "Greater than or equal to".
Thank you kindly.
Answer by josgarithmetic(39620) (Show Source): You can put this solution on YOUR website!
What you are describing will be in pure text as x/4-(x-1)/2>=3.
When put inside the triple curly bracket rendering tags, .
The fraction skills you've already learned also work here. LCD is 4.
multiply both sides by negative 1;
NOTE: the faster way to solve this is to multiply BOTH SIDES of the inequality by the LCD of 4. This clears the denominators.
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