Suppose you separate a 3.07 g mixture of sand and salt. You recover 1.47 g of salt and 1.41 g of sand. What is the percent recovery of the mixture?Type answer:

From a 2.678 g sample containing only iron, sand, and salt, 0.765 g of iron and 1.439 g of sand were separated and recovered.What was the percent of salt in the original sample?Type answer:

4.624 grams of a mixture of a metal, wood chips, salt and sand are separated. If 0.982 grams of metal, 0.833 grams of wood chips, 0.623 grams of salt and 0.777 grams of sand are recovered after the separation, what is the % recovery of the 4 substances? What is the % component for each of the four substances

What is the % by mass of a mixture containing 15.89 grams of salt dissolved in 677 grams of water?

How can a mixture of salt and sand be separated?A.By dissolving the salt in water and filtering out the sandB.By using a magnet to attract the sandC.By adding oil and collecting the layers of salt and sandD.By allowing the salt to evaporate

Ten liters of 25 % salt solution and 15 liters of 35 % salt solution are poured into a drum originally containing 30 liters of 10% salt solution. What is the per cent concentration of salt in the mixture?