density of glucose solution in kg/m3


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PDF Glucose solution (G8644)

Molecular Formula: C6H12O6 Molecular Weight: 180 2 pH: 3-4 (25 C) The density of an aqueous 10 solution (w/v) at 17 5 C is 1 038 g/mL 2 This product is a 10 (w/v) solution of glucose Based on a 10 (w/v) concentration and a molecular weight for glucose of 180 Da the solution is 0 56 M glucose

PDF D -(+)-Glucose (G8270)

Molecular Formula: C6H12O6 CAS Number: 50-99-7 Molecular Weight: 180 2 Melting Point : 146 °C for α-D-glucose and 150 °C for β-D-glucose1 pH: 5 9 (0 5 M aqueous)2 Densities of aqueous solutions (w/v) at 17 5 °C with respect to water:2 Concentration ( ) 5 10 20 30 40 Density (g/ml) 1 019 1 038 1 076 1 113 1 149

  • How much glucose is in a D5W solution?

    The so-called D5W solution used for the intravenous replacement of body fluids contains 0.310 M glucose. (D5W is an approximately 5% solution of dextrose [the medical name for glucose] in water.) Calculate the mass of glucose necessary to prepare a 500 mL pouch of D5W. Glucose has a molar mass of 180.16 g/mol.

  • What is the density of sucrose and fructose?

    Density of Sugar Solutions. Empirical measurement of the density (g/ml) of fructose, glucose, and sucrose solutions. Note that sucrose is a disaccharide with almost 2x the MW of fructose and glucose; thus 1 M fructose = 180 g/L, while 1 M sucrose = 342 g/L. Mixed in house distilled water, brought to 1 Liter in volumetric flask.

  • What is a 10 w/v solution of glucose?

    This product is a 10% (w/v) solution of glucose. Based on a 10% (w/v) concentration and a molecular weight for glucose of 180 Da, the solution is 0.56 M glucose. This product has been tested with cell lines to verify the product is not cytotoxic.

  • How do you calculate molar mass of glucose?

    Glucose has a molar mass of 180.16 g/mol. A Calculate the number of moles of glucose contained in the specified volume of solution by multiplying the volume of the solution by its molarity. B Obtain the mass of glucose needed by multiplying the number of moles of the compound by its molar mass.

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