Specific Gravity Question - Please check my answer

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The discussion revolves around calculating the specific gravity of an unknown liquid using the weight of a stoppered bottle filled with water and the unknown liquid. The calculations initially provided yield a specific gravity of 1.160 g/ml, which is incorrect as it should be less than 1.000 g/ml. The error stems from miscalculating the volume of the unknown liquid based on the weights. The correct volume should be derived from the difference in weights of the bottle filled with water and the empty bottle. The conclusion emphasizes the need to ensure that the specific gravity of a liquid is less than that of water for accurate results.
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Homework Statement



A stoppered bottle, weights 38.215 g when empty , weights 45.362 g when filled with water. When filled with unknown liquid the bottole and unknown weighs 44.221 g. Calculate the liquid's specific gravity :


Homework Equations



D = m / v

s.g.. = density of unknown / density of water

The Attempt at a Solution



Density of water = 1 g/ml

m = 44.221 g - unknown

v = 44.21 - 38.215 = 6.00 ml

d = m /v

d = 44.221 / 6.00 = 7.362 g/ml unknown

---------------
Fiding density of water

v = 45.362 g - 38.215 g
v = 7.147
d = 45.362 / 7.147 = 6.347 g

------------

Specific Gravity

= 7.362 g/ml 6.347 g/ml = 1.160 g/ml


is the answer 1.160 g/ml ? Correct or wrong ?
 
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Wrong. Answer has to be smaller than 1.000 g/ml.

For some reason you got mililiters when you substracted to weights.
 

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