A solution containing 62 g ethylene glycol in 250 g water is cooled to `-10^(@)C`. If `K_(f)` for water is 1.86 K `mol^(-1)`, the amount of water (in g) separated as ice is :

A solution containing 62g ethylene glycol in 276g water is cooled to -10^(@)C . If K_(f) for water is 1.86 kg mol^(-1) , the amount of water (in moles) separated as ice is ________.

A solution containing 62g ethylene glycol in 276g water is cooled to -10^(@)C . If K_(f) for water is 1.86 kg mol^(-1) , the amount of water (in moles) separated as ice is ________.

The amount of ice that will separate out from a solution containing 25 g of ethylene glycol in 100 g of water that is cooled to -10^(@)C , will be [Given : K_(f) "for" H_(2)O = 1.86K mol^(-1) kg ]

The amount of ice that will separate out from a solution containing 25 g of ethylene glycol in 100 g of water that is cooled to -10^(@)C , will be [Given : K_(f) "for" H_(2)O = 1.86K mol^(-1) kg ]

The amount of ice that will separate out from a solution containing 25 g of ethylene glycol in 100 g of water that is cooled to -10^(@)C , will be [Given : K_(f) "for" H_(2)O = 1.86K mol^(-1) kg ]

A solution containing 100g ethylene glycol in 500g water is cooled to -6.2^@C. The amount of ice that will separate out will be (K_f "for water=1.86K kg mol"^(-1))

A solution containing 50 g of ethylene glycol in 200 g water is cooled to -9.3^(@)C . The amount of ice that will separate out will be ( K_(f) of water =1.86K Kg"mol"^(-1) )