Home
Class 12
CHEMISTRY
Extraction of gold and silver involves l...

Extraction of gold and silver involves leaching with `CN^(-)` ion. Silver is later recovered by

A

Liquation

B

Distillation

C

Zone refining

D

Displacement with Zn

Text Solution

Verified by Experts

The correct Answer is:
D

Zn being more reactive than Ag and Au , displaces them .
From Native ore ,
`4Ag+8NaCN+2H_(2)O+O_(2) overset("Leaching")to underset("Soluble Sodium dicyanoargentate(I)")(4Na[Ag(CN)_(2)])+4NaOH`
`2Na[Ag(CN)_(2)]+Zn overset("Displacement")to Na_(2)[Zn(CN)_(4)]+2Ag darr `
Promotional Banner

Similar Questions

Explore conceptually related problems

Extraction of gold and silver involves leaching the metal with CN^(-) ion. The metal is recovered by:

Extraction of gold and silver involves leaching the metal with CN^(-) ion. The metal is recovered by :

Extraction of gold and silver involves leaching the metal with CN^(-) ion. The metal is recovered by _______

Consider the following statements. Br I.Extraction of gold and silver involves leaching with CN^- . Br II. Cast iron is the purest form of commercial iron. Br III. Copper matte contains Cu_2S and FeS. The correct statement(s) is/are

Statement-1:Extraction of gold from its native ore involves leaching the metal ore with dilute solution of NaCN in presence of air. Statement-2:This is an oxidation reaction and leads to the formation of a soluble complex.

Statement-1:In cyanide process for the extraction of gold and silver from their native ores, the cyanide solution acts as a reducing agent to reduce the gold and silver compounds present in the ores, into the metallic states. Statement-2:In the extraction of gold and silver the cyanide solution acts as complexing reagent in the presence of air and form their respective soluble complexes.

Given three identical Boxes A, B and C, Box A contains 2 gold and 1 silver coins, Box B contains 1 gold and 2 silver coins and Box C contains 3 silver coins. A person chooses a Box at random and takes out a coin. If the coin drawn is of silver, find the probability that it has been drawn from the Box which has the remaining two coins also of silver.

The ratio between weights of gold and silver in an alloy is 17:3. If the weight of silver in the alloy is 2.7 g, find : the weight of gold in the alloy.