K kryms3n New member Joined Dec 4, 2006 Messages 14 Jan 13, 2007 #1 The demand equation for x camcorder is p = 5000 [ 1 - (4 / 4 + e^-0.002x)] Find the demands x for prices of (a) p = $600 and (b) p = $400
The demand equation for x camcorder is p = 5000 [ 1 - (4 / 4 + e^-0.002x)] Find the demands x for prices of (a) p = $600 and (b) p = $400
tkhunny Moderator Staff member Joined Apr 12, 2005 Messages 11,325 Jan 13, 2007 #2 Have you read the purpose of the website?
stapel Super Moderator Staff member Joined Feb 4, 2004 Messages 16,550 Jan 13, 2007 #3 kryms3n said: The demand equation for x camcorder is p = 5000 [ 1 - (4 / 4 + e^-0.002x)] Find the demands x for prices of (a) p = $600 and (b) p = $400 Click to expand... Follow the usual procedure: Plug the given values into the given equation, and solve for the specified variable. Where are you stuck? Please be specific. Thank you. Eliz.
kryms3n said: The demand equation for x camcorder is p = 5000 [ 1 - (4 / 4 + e^-0.002x)] Find the demands x for prices of (a) p = $600 and (b) p = $400 Click to expand... Follow the usual procedure: Plug the given values into the given equation, and solve for the specified variable. Where are you stuck? Please be specific. Thank you. Eliz.
