Title: Experiment 1A Measuring specific gravity of a liquid by using measuring beaker, eureka can, density bottle and hydrometer method
Objective: To determine specific gravity of a liquid using measuring beaker, eureka can and density bottle method.
Apparatus: Measuring beaker, eureka can, density bottle, balance, water liquid, solid object, and ruler.
Theory: Specific gravity or also called as Relative Density, of a substance may be defined as the ratio of its mass density to the mass density of water taken at atmospheric pressure at 4 degree Celsius. Since it is a ratio, specific gravity has no unit. Mass density is defined as the mass of material per unit volume. So to determine density of a liquid it is necessary to determine the mass of a known volume of liquid. Measurement of volume must be done with due care.
Procedure: A) Using measuring beaker method i. An empty beaker was weighed. ii. The beaker was filled with water and the volume was recorded. iii. The beaker that filled with water was weighed and the mass of water was recorded. iv. Mass density ; Ρ = mass in grams/vol in ml or P = mass in kg/vol in m3 v. Average mass density was calculated vi. The steps above were repeated by using syrup in place of water. vii. Specific gravity ;
S.G = ρ/ρw
B) Using eureka can method i. A solid object was found that fit in the eureka can. ii. The dimension and volume of the object was measured and calculated. The volume was recorded. iii. The eureka can was placed at the edge of a working surface and was filled with water until it overflows. iv. An empty beaker was weighed and the mass was recorded. It is then was placed under the spout. v. The object was lowered carefully until it fully immersed. The displaced water in the beaker was collected. vi. The mass of beaker filled with water was recorded. The mass of water can be calculated by subtracting the mass of empty beaker. vii. Mass density was calculated. viii. The above steps were repeated by using syrup in place of water. ix. The specific gravity of liquid was calculated. C) Using density bottle method i. The bottle and stopper was dried. ii. The bottle with stopper was weighed and the weight was recorded. iii. The bottle was filled with water and the stopper was replaced. iv. The outside of the bottle was dried with a piece of cloth or tissue paper. Any excess of water was removed from the stopper such that the liquid in the hole is level with the top of the stopper. v. When the water is level with the top of the stopper, the volume of water was 50cm3. vi. The bottle with stopper and water was weighed. The mass was recorded. vii. Mass density was calculated. viii. The above method was repeated by using syrup in placed of water. ix. The specific gravity of liquid was calculated.
Observations and results A) Using beaker method : For water Mass of water (g)
Vol. Of water (cm3)
Mass density of water (g/cm3)
155.263
93.063
100
0.931
61.900
156.901
95.001
100
0.950
61.744
159.700
97.956
100
0.980
Mass density of water (g/cm3)
S.N o
Weight of empty beaker (g)
Weight of beaker + water (g)
1
62.200
2 3
Average ρwater = 0.9533 g/cm3
: For (liquid) = Syrup S.N o
Weight of empty beaker (g)
Weight of beaker + water (g)
Mass of water (g)
Vol. Of water (cm3)
1
63.104
146.264
83.160
100
0.882
2
62.101
146.261
84.160
100
0.842
3
64.107
146.288
82.181
100
0.822
Average ρliquid = 0.8487 g/cm3
Calculation : Specific gravity of liquid = ρwater / ρliquid = 0.8487 / 0.9533 = 0.8903 g/cm3
B) Using eureka can method Vol. of object = 3.1×3.1×8.1 cm3 : For water S.No
Weight of empty beaker (g)
Weight of beaker + water (g)
Mass of water (g)
Mass density of water (g/cm3)
1
62.5173
144.5010
81.9837
1.0532
2
62.5172
143.8720
81.3548
1.0452
3
62.5174
142.6381
80.1207
1.0293
Average ρwater = 1.0426 g/cm3 : For (liquid) = Syrup S.No
Weight of empty beaker (g)
Weight of beaker + water (g)
Mass of water (g)
Mass density of water (g/cm3)
1
63.1902
143.4611
80.2709
1.0312
2
61.2800
141.7429
80.4629
1.0336
3
61.9386
142.7039
80.7658
1.0376
Average ρliquid = 1.034 g/cm3
Calculation : Specific gravity of liquid = ρwater / ρliquid = 1.034 / 1.0426 = 0.991 g/cm3
C) Using density bottle method : For water Volume of water = 100 cm3 S.N o
Weight of empty bottle (g)
Wieght of bottle + water (g)
Mass of water (g)
Mass of density water (g/cm3)
1
61.702
140.55
78.848
0.788
2
60.749
136.46
75.711
0.757
3
63.399
141.15
77.751
0.777
Average ρwater = 1.549 g/cm3 : For (liquid) = Syrup Volume of liquid = 100 cm3 S.N o
Weight of empty bottle (g)
Wieght of bottle + water (g)
Mass of water (g)
Mass of density water (g/cm3)
1
61.702
140.55
78.848
0.788
2
60.749
136.46
75.711
0.757
3
63.399
141.15
77.751
0.777
Average ρliquid = 0.774 g/cm3
Calculation : Specific gravity of liquid = ρwater / ρliquid = 0.774 / 1.549 = 0.4977 g/cm
3