Week - 1 - Consistency of units

	Mass	Length	Time	Force	Stress	Energy	Density	Youngs modulus	velocity	gravity
Kg cm ms	Kg	cm	ms	1e+4 N	1e+8 pa	1e+2 J	1e+6	2.1e+3	1.56	9.8e-4
Kg cm s	Kg	cm	s	1e-2 N	1e+2 pa	1e-4 J	1e+6	2.1e+9	1560	981
gm mm ms	g	mm	ms	1 N	1e+6 pa	1e-3 J	1e+6	2.1e+5	15.65	9.8e-3
Kg m s	Kg	m	s	1 N	1 pa	1 J	1	2.1e+11	15.65	9.81
g cm s	g	cm	s	1e+5 N	1e-1	1e-7 J	1e+3	2.1e+12	1565	981
g cm us	g	cm	us	1e+7 N	1e+11 pa	1e+5 J	1e+3	2.1	1.56e-3	9.81e-10
g mm s	g	mm	s	1e-6 N	1 pa	1e-9 J	1e+6	2.1e+11	1.56e+4	9810
ton mm s	ton	mm	s	N	1e+6 pa	1e-3 J	1e+12	2.1e+5	1.56e+4	9810
slug ft s	slug	ft	s	4.4 N	47.8 pa	1.36 pa	500	4.32e-9	184.8	32.18
Kg mm s	Kg	mm	s	1e-3 N	1e+3 pa	1e-6 J	1e+9	2.1e+8	15650	9810
g cm ms	g	cm	ms	10 N	1e+5 pa	1e-1 J	1e+3	2.1e+6	1.56	9.81e-4
Kg mm ms	Kg	mm	ms	1e+3 N	1e+9 pa	1 J	1e+9	2.1e+2	15.65	9.81e-3

gm mm ms

stress

`(Kg)/(s^2*m)=(g/(ms^2*mm^2))=((10^3)/((10^3)^2*(10^3)^2))=((10^6)/(10^12))=10^-6`

 Energy

`(Kg*m^2)/s^2=(g*mm^2)/s^2=((10^3*(10^3)^2)/(10^3)^2)=10^9/10^6=10^3`

density

`(Kg)/m^3=(g)/(mm^3)=((10^3)/(10^3)^3)=10^3/10^9=10^-6`

Youngs modulus

`210GPa=210*10^9*(kg)/(s^2*m)=210*10^9*((10^3)/(10^6*10^3))=2.1*10^5`

velocity

`15.65 m/s=15.65((10^3)/10^3)=15.65mm/ms`

gravity

`9.81 m/s^2=9.81 ((10^3)/(10^3)^2)=9.81(10^3/10^6)=9.81*10^-3 (mm)/(ms)`