G giuly New member Joined Aug 4, 2009 Messages 9 Aug 10, 2009 #1 im not sure on how to start solving for x on this problem 20=16+80e^-0.254x if someone could help i would appreciate it
im not sure on how to start solving for x on this problem 20=16+80e^-0.254x if someone could help i would appreciate it
W wjm11 Senior Member Joined Nov 13, 2004 Messages 1,417 Aug 10, 2009 #2 im not sure on how to start solving for x on this problem 20=16+80e^-0.254x if someone could help i would appreciate it Click to expand... 20=16+80e^-0.254x First subtract 16 from both sides, then divide both sides by 80: (20 – 16)/80 = e^(-.254x) Next, to get x out of the exponent, take the natural log of both sides and simplify: ln [(20 – 16)/80] = ln [e^(-.254x)] ln (4/80) = (-.254x)(ln(e)) ln (1/20) = (-.254x) Finally, divide both sides by (-.254) to get x by itself: X = [ln (1/20)]/(-.254)
im not sure on how to start solving for x on this problem 20=16+80e^-0.254x if someone could help i would appreciate it Click to expand... 20=16+80e^-0.254x First subtract 16 from both sides, then divide both sides by 80: (20 – 16)/80 = e^(-.254x) Next, to get x out of the exponent, take the natural log of both sides and simplify: ln [(20 – 16)/80] = ln [e^(-.254x)] ln (4/80) = (-.254x)(ln(e)) ln (1/20) = (-.254x) Finally, divide both sides by (-.254) to get x by itself: X = [ln (1/20)]/(-.254)