How would I solve the following? |d + 1| + 8 > 11
M Maj-Miller New member Joined Apr 7, 2007 Messages 5 Apr 7, 2007 #1 How would I solve the following? |d + 1| + 8 > 11
J jwpaine Full Member Joined Mar 10, 2007 Messages 723 Apr 7, 2007 #2 This inequality contains an absolute value (how far away a number is from 0) http://www.purplemath.com/modules/solveabs.htm So with your equation: |d+1| +8 > 11 simplify |d+1| > 3 so (d+1) > 3 or -(d+1) > 3 d+1 > 3 or -d - 1 > 3 Continue to solve for your two solutions. Remember, on the second solution, to divide both sides by -1 at the end so your solution is a negative.
This inequality contains an absolute value (how far away a number is from 0) http://www.purplemath.com/modules/solveabs.htm So with your equation: |d+1| +8 > 11 simplify |d+1| > 3 so (d+1) > 3 or -(d+1) > 3 d+1 > 3 or -d - 1 > 3 Continue to solve for your two solutions. Remember, on the second solution, to divide both sides by -1 at the end so your solution is a negative.
stapel Super Moderator Staff member Joined Feb 4, 2004 Messages 16,582 Apr 8, 2007 #3 Duplicate thread deleted.