Respuesta :
(45.82g / 3 cc - .64g / .859) / 2
(15.2733333333 - 0.7450523865) / 2
14.5282809468 / 2
and I get
7.2641404734
I'd say make sure all those numbers you posted (45.82; 3.0, etc) are correct.
Also, going by the units you have listed, the answer CAN'T be in 1/cm^3 units because the units should cancel and you'd have a dimensionless number.
(15.2733333333 - 0.7450523865) / 2
14.5282809468 / 2
and I get
7.2641404734
I'd say make sure all those numbers you posted (45.82; 3.0, etc) are correct.
Also, going by the units you have listed, the answer CAN'T be in 1/cm^3 units because the units should cancel and you'd have a dimensionless number.
multiply left fraction by (0.859)/(0.859) and right one by (3/3)
[tex] \frac{ \frac{(0.859)(45.82g)}{(0.859)(3cm^3)} - \frac{(3)(0.64g)}{(3)(0.859cm^3)} }{2} [/tex]=
[tex]\frac{ \frac{(0.859)(45.82g)-(3)(0.64g)}{(0.859)(3cm^3)} }{2} [/tex]=
[tex]( \frac{(0.859)(45.82g)-(3)(0.64g)}{(0.859)(3cm^3)})( \frac{1}{2}) [/tex]=
[tex]( \frac{(0.859)(45.82g)-(3)(0.64g)}{(2)(0.859)(3cm^3)}) [/tex]=
use calculator
[tex]7.26414\frac{g}{cm^3} [/tex]
[tex] \frac{ \frac{(0.859)(45.82g)}{(0.859)(3cm^3)} - \frac{(3)(0.64g)}{(3)(0.859cm^3)} }{2} [/tex]=
[tex]\frac{ \frac{(0.859)(45.82g)-(3)(0.64g)}{(0.859)(3cm^3)} }{2} [/tex]=
[tex]( \frac{(0.859)(45.82g)-(3)(0.64g)}{(0.859)(3cm^3)})( \frac{1}{2}) [/tex]=
[tex]( \frac{(0.859)(45.82g)-(3)(0.64g)}{(2)(0.859)(3cm^3)}) [/tex]=
use calculator
[tex]7.26414\frac{g}{cm^3} [/tex]