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A solution containing 25.6 g of sulphur,...

A solution containing `25.6 g` of sulphur, dissolved in `1000 g` of naphthalene whose melting point is `80.1^(@)C` gave a freezing point lowering of `0.680^(@)C`. Calculate the formula of sulphur (`K_(f)` for napthalene =`6.8 K m^(-1)`)

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To solve the problem, we need to determine the formula of sulfur based on the given data about the freezing point depression of a solution. Here’s a step-by-step solution: ### Step 1: Identify Given Data - Mass of sulfur (solute), \( W_b = 25.6 \, \text{g} \) - Mass of naphthalene (solvent), \( W_a = 1000 \, \text{g} \) - Freezing point depression, \( \Delta T_f = 0.680 \, ^\circ C \) - Freezing point depression constant for naphthalene, \( K_f = 6.8 \, \text{K kg}^{-1} \) ...
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In 100 g naphthalene 2.56 g sulphur is added boiling point of solution (solid) decreases by 0.68^(@)C , atomicity of sulphur is ( K_(f) of naphthalene=6.8 Km^(-1) )

(a) When 2.56 g of sulphur was dissolved in 100 g of CS_(2) , the freezing point lowered by 0.383 K. Calculate the formula of sulphur (S_(x)) . ( K_(f) for CS_(2) = 3.83 K kg mol^(-1) , Atomic mass of sulphur = 32g mol^(-1) ] (b) Blood cells are isotonic with 0.9% sodium chloride solution. What happens if we place blood cells in a solution containing. (i) 1.2% sodium chloride solution? (ii) 0.4% sodium chloride solution?

When 2.56 g of sulphur is dissolved in 100 g of CS_(2) , the freezing point of the solution gets lowerd by 0.383 K. Calculate the formula of sulphur (S_(x)) . [Given K_(f) for CS_(2)=3.83 "K kg mol"^(-1) ], [Atomic mass of sulphur=32g mol^(-1) ]

0.48 g of a substance is dissolved in 10.6 g of C_(6)H_(6) .The freezing point of benzene is lowered by 108^(@)C . What will be the mol.wt. of the ( K_(f) for benzene = 5 )

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