What if an 80-year old man would get cloned. What life span should be expected for the clone, the same as original or shorter. Clone received degraded DNA which should shorten his life span wright?
So why do we get old? How come our old cells can give life (egg+sperm) to new human body that will have new fresh cell that will live for another 70-90 years? What is the missing link?
Is the finite probability of error in copying DNA reason ?
I read this -"Instability of the genetic code, among other things, caused by the finite probability of tunneling of protons in the DNA. Therefore, the tunnel effect is partly responsible for the occurrence of spontaneous mutations"-from Wikipedia. It made me think that there is maybe explanation...
Well yes but since Quantum Physics have many answers to questions. Maybe human body could be interpreted through Quantum Physics an reveal some answers for us?
What do you think do you have any ideas?
Here is a new link instead of attachment
http://s1198.photobucket.com/albums/aa453/nikola5210/?action=view¤t=asdf.png
Please any suggestion any kind of thoughts would be greatly appreciated.
Mass of the object G/g. For Fnet=F-Gμ. Is this correct ?
G1 is weight on first load and 1 is just a subscript. That also stand for G2,G3. (Can't type subscript don't know why)
Can the same principle be used for multiple loads. If there were 3 loads tied one to another with rope(light...
Work would be dA=Fdx-Gμdx
dA=10Gdx-G/3dx
dA=(10-1/3)Gdx
dA=29/3 Gdx
from which acceleration is x=29/3 g
For first approach I don't see how to get G μ+G/g x ̈ =F from Newton's second law?
Thanks for your help
Work would be dA=Fdx-Gμdx
dA=10Gdx-G/3dx
dA=(10-1/3)Gdx
dA=29/3 Gdx
from which acceleration is x=29/3 g
I still don't see how to get G μ+G/g x ̈ =F from Newton's second law?
Yes μ is the coefficient of friction. "g" is the acceleration due to gravity. Ek-would be kinetics energy of the system. G/g*X-Inertial force of the body.Fμ-friction force.G is the object's weight. Is any of the solution correct? If not how it should be done?
Why work is not correctly...
1. Homework Statement
Find acceleration-x ̈ of the load. Force F=10G, friction μ=1/3, mass of he body is G.
I tried two ways of solving this problem but not sure if any is good. I think second is good. But wondering if first is also good?
2. Homework Equations
Ek=1/2 G/g x ̇^2...
Homework Statement
Find acceleration-x ̈ of the load. Force F=10G, friction μ=1/3, mass of he body is G.
I tried two ways of solving this problem but not sure if any is good. I think second is good. But wondering if first is also good?
Homework Equations
Ek=1/2 G/g x ̇^2
Fμ=G μ
The...
Dynamics of Rigid bodies. Help
How so solve this? Help
Loads 1, 2 and 3 are connected to each other with light unstretchable rope and are on a horizontal rough (friction μ = 1 / 3) plane. Loads weights are: G, 2G, 3G. Force F acts at first load with intensity F = 10G√2 inclined at 45 °...