Absolute Value Inequalities - Page 28
Questions
- How do you solve #abs(2y-5)<=3#?
- How do you solve #abs(2x-3)<2#?
- How do you solve # |-3y-2|+1 ≥22#?
- How do you solve #|5x – 2|>= 8#?
- How do you solve # |.5x+9|–x+3<0#?
- How do you solve and graph # |2x + 1| > -3#?
- How do you graph and solve #|4y+3| -8<= -3#?
- How do you solve #-3- 2| 4x - 5| \geq 1#?
- For which points is this inequality True: #y < -abs(x)#?
- Which of the following is true? |−6| < 5 |−6| < |5| |−5| < |−6| |−5| < −6
- If #x,y# and #z# all are negative and #x<y<z#, then which of the following is greatest?
- The number of possible integral values of the parameter #k# for which the inequality #k^2x^2 < (8k -3)(x+6)# holds true for all values of #x# satisfying #x^2 < x+2# is?
- How do you solve #|4| x - 8| + 7= - 5| x - 8|#?
- When solving inequalities algebraically, why do we need to switch the sign (for comparing) when we are multiplying or dividing both sides by a negative number?
- How do you solve #abs(2x-1)<3x+3#?
- Solving inequalities. How to solve #(x+5)/(3-x^2)≥ 0#?
- How do you solve the inequality #abs(4x-7)<9#?
- How do you solve #|3f + 2| <= 7#?
- How do you use an absolute-value inequality to find all the values on a number line that are within 3 units of -1?
- How do you solve #|3r - 1| \leq 11#?