How many grams of glucose be dissolved to make one litre solution of 10% glucose?
A.10g
B.180g
C.100g
D.1.8g
Answer
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Hint: Solution is defined as a homogeneous mixture of solute and solvent in a relative amount that can be varied continuously until a particular limit is reached. There are three types of solutions based on the concentration of solute namely isotonic, hypotonic and hypertonic solutions.
Complete Step by step answer: The mass of solute in grams per 1ml of volume of solution is termed as Weight/Volume percentage and is denoted as w/v%.
$
\dfrac{w}{v}\% = vw \times 100 \\
\\
$
Where, W is the weight of solute measured in grams and V is the volume of the solution measure in ml
Volume of solution $ = 1L \\$
$\Rightarrow$ Volume of solution $ = 1000ml \\$
Given,
$\dfrac{w}{v}\% = 10\% $
Mass of glucose dissolved $ = 1000 \times \dfrac{{10}}{{100}} \\ $
$\Rightarrow$ Mass of glucose dissolved $ = 100g \\ $
Therefore correct answer is (3) 100g
Note: In such gravimetric analysis, we relate the weights of two substances or a weight of a substance with a volume of gas or volume of two or more gases that can be calculated by mole concept.
Complete Step by step answer: The mass of solute in grams per 1ml of volume of solution is termed as Weight/Volume percentage and is denoted as w/v%.
$
\dfrac{w}{v}\% = vw \times 100 \\
\\
$
Where, W is the weight of solute measured in grams and V is the volume of the solution measure in ml
Volume of solution $ = 1L \\$
$\Rightarrow$ Volume of solution $ = 1000ml \\$
Given,
$\dfrac{w}{v}\% = 10\% $
Mass of glucose dissolved $ = 1000 \times \dfrac{{10}}{{100}} \\ $
$\Rightarrow$ Mass of glucose dissolved $ = 100g \\ $
Therefore correct answer is (3) 100g
Note: In such gravimetric analysis, we relate the weights of two substances or a weight of a substance with a volume of gas or volume of two or more gases that can be calculated by mole concept.
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