Hi, I need to calculate the magnitude of the initial velocity of the following data for projectile motion. Any help would be greatly appreciated as I have no idea where to start! Thanks
please see the question here:
http://i52.tinypic.com/15p0kza.png
and the data here...
Hi, I need to calculate the magnitude of the initial velocity of the following data for projectile motion. Any help would be greatly appreciated as I have no idea where to start! Thanks
please see the question here:
http://i52.tinypic.com/15p0kza.png
and the data here...
Assuming that the decay rate for each population does not change before the populations are equal:
(a) A = 2000(1 - 0.05)^n
So A = 2000 * 0.95^n [eqn 1]
B = 3000 * 0.90^n
Now pops are the same when A = B
so 2000 * 0.95^n = 3000 * 0.90^n
0.95^n / 0.90^n = 3/2
Taking logs to base 10 of both...
Ok, so I have this Expression, (6x+2 x 42x-4 x 35-x x 2x-6)/(124x+3 x 92x-3)
But it needs to be simplifyed, and expressed with positive indices. Now as far as my knowledge takes me, this can't be simplifyed, but then I am probably wrong. If anybody could help to solve, that would be great.
Simplify and express with positive indices, a little help?
I am no good at these, can anyone show me how to work these out?
(18x3 X 2x-4)/(4x-5 X 6x)
83sqrt(p12 q-8) X 34sqrt(p-10 q9)
and
(6x+2 X 42x-4 X 35-x X 2x-6)/(124x+3 X 92x-3)
ps. The Capital X's are multiplication signs