Match List I with List II and select the correct answer using the code given below the lists : A B C D
List I
(Zone)List II
(Mineral)A. Primary ore 1. Azurite B. Oxidized ore 2. Covellite C. Secondary sulfide
enrichment3. Chalcopyrite D. Gossan capping 4. Limonite
Code:
3 1 2 4
This question requires matching different types of geological ore zones (List I) with characteristic minerals (List II). Let's break down each item to find the correct pairings:
Primary ore deposits are those formed directly from the original magmatic or hydrothermal processes. Chalcopyrite ($CuFeS_2$) is a very common primary copper sulfide mineral found in many such deposits.
Therefore, A matches with 3. Chalcopyrite.
Oxidized ores are formed when primary sulfide minerals react with oxygen and water, typically in the upper parts of a mineral deposit exposed to the atmosphere. Azurite ($Cu_3(CO_3)_2(OH)_2$), a copper carbonate mineral, is characteristic of oxidized zones.
Therefore, B matches with 1. Azurite.
This zone lies beneath the oxidized zone. Here, solutions leaching from the oxidized zone react with primary sulfides, causing the deposition of secondary sulfides. Covellite ($CuS$), another copper sulfide, is a typical mineral found in these enrichment zones.
Therefore, C matches with 2. Covellite.
A gossan is the iron-rich, porous material formed by the weathering and oxidation of sulfide minerals in the upper levels of a mineral deposit. Limonite (a mixture of hydrated iron oxides, often represented as $FeO(OH) \cdot nH_2O$) is the defining mineral component of gossans.
Therefore, D matches with 4. Limonite.
Based on the individual matches:
The correct code sequence is 3, 1, 2, 4.
| Zone (List I) | Mineral (List II) | Match |
|---|---|---|
| A. Primary ore | 3. Chalcopyrite | A - 3 |
| B. Oxidized ore | 1. Azurite | B - 1 |
| C. Secondary sulfide enrichment | 2. Covellite | C - 2 |
| D. Gossan capping | 4. Limonite | D - 4 |
This corresponds to option 3 in the provided choices.
For a given system of resistors having resistances R, 2R, R$_0$ and 2R (shown in the figure), what will be the value of resistance of the resistor R$_0$, when there is NO current in the galvanometer G?
