Don't I just multiply it by 1000? So I get 31645.4 kJ/L.
But the thing is, this substance is Hexane, and according to Wikipedia, it has a heat of combustion of 29.3 kJ/L. The two numbers aren't even remotely close.
That means, I can multiply 4163kj/mol by 1/86.14g, which then I get 4163kJ/86.14g.
Then I multiply this number by the density. So 4163kJ/86.14g x 0.6578g/mL
which equals to 31.64 kJ/mL
Is that right?
Let's say I have 4163 kJ/mol of energy coming from a substance with molar mass 86.14g/mol. How would I convert the 4163 kJ/mol of energy to kJ/litre?
Thanks.
Step One: 120g/mol => 0.12kg/mol
Step Two: mol = mass/molecular weight
= kg/0.12 = mol
kg = 0.12mol
So 55300kJ/0.12mol
= 460833 kJ/mol
Wow, that's a big number, did I do it right?
Homework Statement
A convex lens and a concave lens both of 6cm focal length are placed to give an object which is 5cm from the convex lens of magnification of 10. How far are the lenses apart?
Homework Equations
1/f = 1/u + 1/v
Magnification=v/u
The Attempt at a Solution
Lens...
When I check the validity of the 21 metres, I used Kinetic energy formulas - one for the gravitron itself, and the other one for the gravitational potential energy from the mass.
For Gravitron-
KE = 1/2 I (w)^2
KE = 0.5 x 19440 x 2.094^2
KE = 42620.6 Joules
For Mass-
GPE = mgh
GPE =...
So, what I got from that is:
a = r(alpha), which is 2x0.2094 = 0.4188m/s^2
S = ut + 1/2 at^2
u = 0, therefore cancel out ut
S = 1/2 at^2
S = 0.5 x 0.4188 x 10^2
S = 20.94metres.
Thing is, would a mass of 216.92kg that falls 20.94metres really be able to accelerate the gravitron of mass 1500kg...