• Jul 31st 2010, 07:42 PM
So this is an assigned problem, but I can assure you that I have tried this problem multiple times and still seem to get the incorrect answer.

http://imgur.com/KYP4y.png

If we suppose the unknown rate of change in the angle as z...

x/8 = tan z
x = 8 tan z
dx/dt = 8 sec(z)^2 * dz/dt
dz/dt = 1/8 cos(z)^2 * dx/dt
dz/dt = 1/8 cos(z)^2 * 1.3
dz/dt = 1.3/8 cos(z)^2
dz/dt = 1.3/8 (8/10)^2 <-- cos(z) is 8/10
dz/dt = 1.3/8 (64/100)

But it still says I'm wrong...? I've done the problem from the beginning a few times, and I still get the same answer. HELP! (Bow)
• Jul 31st 2010, 08:08 PM
Jhevon
Quote:

So this is an assigned problem, but I can assure you that I have tried this problem multiple times and still seem to get the incorrect answer.

http://imgur.com/KYP4y.png

If we suppose the unknown rate of change in the angle as z...

x/8 = tan z
x = 8 tan z
dx/dt = 8 sec(z)^2 * dz/dt
dz/dt = 1/8 cos(z)^2 * dx/dt
dz/dt = 1/8 cos(z)^2 * 1.3
dz/dt = 1.3/8 cos(z)^2
dz/dt = 1.3/8 (8/10)^2 <-- cos(z) is 8/10
dz/dt = 1.3/8 (64/100)