The density of water at 4.00°C is 0.967 g/mL. How many molecules of water are present in a 499.8 mL bottle of water? Express your answer to the correct number of significant figures. Be sure to show all steps completed to arrive at the answer.

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5. The density of water at 4.00°C is 0.967 g/mL. How many molecules of water are present in a 499.8 mL
bottle of water? Express your answer to the correct number of significant figures. Be sure to show all steps
completed to arrive at the answer.
Given: Density of water = 0.967 g/mL.
Volume of water = 499.8 mL.
The mass of water = density x volume = 0.967 x 499.8 = 483.3066 g.Hence moles of water = Mass of water /
molar mass of water = 483.306618 = 26.8504 mol approx.Therefore the number of molecules of water is given by,
=> Number of water molecules = Moles of watr x Avogadro's number=> Number of water molecules = 26.8504 x
6.022 x 1023 = 1.62 x 1025 molecules. The mass of water = density x volume = 0.967 x 499.8 = 483.3066 g.Hence moles of water =
Mass of waterMolar mass of water = 483.306618 = 26.8504 mol approx. Therefore the number of molecules of water is given by,=> Number of w
ater molecules = Moles of watr x Avogadro's number> Number of water molecules = 26.8504 x 6.022 x 1023 = 1.62 x 1025 molecules.
The answer is 1.62 x 1025 water molecules.
Transcribed Image Text:5. The density of water at 4.00°C is 0.967 g/mL. How many molecules of water are present in a 499.8 mL bottle of water? Express your answer to the correct number of significant figures. Be sure to show all steps completed to arrive at the answer. Given: Density of water = 0.967 g/mL. Volume of water = 499.8 mL. The mass of water = density x volume = 0.967 x 499.8 = 483.3066 g.Hence moles of water = Mass of water / molar mass of water = 483.306618 = 26.8504 mol approx.Therefore the number of molecules of water is given by, => Number of water molecules = Moles of watr x Avogadro's number=> Number of water molecules = 26.8504 x 6.022 x 1023 = 1.62 x 1025 molecules. The mass of water = density x volume = 0.967 x 499.8 = 483.3066 g.Hence moles of water = Mass of waterMolar mass of water = 483.306618 = 26.8504 mol approx. Therefore the number of molecules of water is given by,=> Number of w ater molecules = Moles of watr x Avogadro's number> Number of water molecules = 26.8504 x 6.022 x 1023 = 1.62 x 1025 molecules. The answer is 1.62 x 1025 water molecules.
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