12.06.2022

Which of the following types of mining is least likely to cause a loss of biodiversity

. 1

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13.12.2022, solved by verified expert
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Answer:

Long wall method

Step-by-step explanation:

longwall mining Longwall mining is an underground method of excavating coal from tabular deposits, as well as soft mineral deposits such as potash. Large rectangular blocks of coal are defined during the development stage of the mine and are then extracted in a single continuous operation.

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Biology
Step-by-step answer
P Answered by PhD
It would be placer because you are not digging up any ground..if that is not right it might be none because if you are messing with water environments you are still messing with it which could not be good
Biology
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P Answered by Specialist

Placer mining

Explanation:

Placer mining can be less damaging to the environment than surface mines, as the sediment is returned to the water after the minerals have been extracted.

Biology
Step-by-step answer
P Answered by PhD
It would be placer because you are not digging up any ground..if that is not right it might be none because if you are messing with water environments you are still messing with it which could not be good
Biology
Step-by-step answer
P Answered by PhD

Answer;

-Surface mining

Explanation;

-Mining involves the extraction of valuable minerals or other geological materials from the earth, commonly from an orebody, lode, vein, seam, reef or placer deposit. Despite having a large range of advantages economically, mining impacts the environment negatively because minerals are contained within the Earth. Earth must be removed in order to extract the minerals. When the minerals are close to the surface, the earth is removed, causing destruction to the shape of the land and the flora and fauna living in that area.

-Among different types of mining, surface mining is one of the method that greatly impacts the environment. It destroys all plant life in the area the mine occupies. Plants living in the area where the surface mine is to be located are removed. After the surface mine is no longer productive, plants may eventually return to the area, but typically some human efforts at reclamation are required to restore the environment to some level of productivity.

Biology
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P Answered by Specialist

The Answer will be C. Subsurface.

Biology
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P Answered by Master

The Answer will be C. Subsurface.

Mathematics
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P Answered by Specialist

Ore 1 = 28 tons

Ore 2 = 8 tons

Cost = $3480

Explanation:

Complete solution is provided in attached pictures. The Objective function line is dragged to the lowest edge of feasible region to obtain the optimum solution of (28,8).

That is 28 tons of Ore type-1 and 8 tons of Ore Type-2 should be ordered to incur minimum cost of $3480.


Blacktop Refining extracts minerals from ore mined at two different sites in Montana. Each ton of or
Blacktop Refining extracts minerals from ore mined at two different sites in Montana. Each ton of or
Blacktop Refining extracts minerals from ore mined at two different sites in Montana. Each ton of or
Blacktop Refining extracts minerals from ore mined at two different sites in Montana. Each ton of or
Mathematics
Step-by-step answer
P Answered by Master

a) Minimize Cost=90x_1+120x_2

subject to

0.2x_1+0.3x_2\geq8

0.2x_1+0.25x_2\geq6

0.15x_1+0.1x_2\geq5

x_1\geq0\\x_2\geq0

b) Attached

c) The optimum value that minimizes cost is x1=28 and x2=8.

Step-by-step explanation:

The objective function is the cost of extraction and needs to be minimized.

The cost of extraction is the sum of the cost of extraction of ore type 1 and the cost of extraction of ore type 2:

Cost=90x_1+120x_2

Being x1 the tons of ore type 1 extracted and x2 the tons of ore type 2.

The constraints are the amount of minerals that need to be in the final mix

Copper:

0.2x_1+0.3x_2\geq8

Zinc

0.2x_1+0.25x_2\geq6

Magnesium

0.15x_1+0.1x_2\geq5

Of course, x1 and x2 has to be positive numbers.

x_1\geq0\\x_2\geq0

The feasible region can be seen in the attached graph.

The orange line is the magnesium constraint. The red line is the copper constraint. The green line is the zinc constraint.

The optimal solution is found in one of the intersection points between two constraints that belong to the limits of the feasible region.

In this case, the cost can be calculated for the 3 points that satisfies the conditions.

The optimum value that minimizes cost is x1=28 and x2=8.


Blacktop Refining extracts minerals from ore mined at two different sites in Montana. Each ton of or
Blacktop Refining extracts minerals from ore mined at two different sites in Montana. Each ton of or
Mathematics
Step-by-step answer
P Answered by Master

Ore 1 = 28 tons

Ore 2 = 8 tons

Cost = $3480

Explanation:

Complete solution is provided in attached pictures. The Objective function line is dragged to the lowest edge of feasible region to obtain the optimum solution of (28,8).

That is 28 tons of Ore type-1 and 8 tons of Ore Type-2 should be ordered to incur minimum cost of $3480.


Blacktop Refining extracts minerals from ore mined at two different sites in Montana. Each ton of or
Blacktop Refining extracts minerals from ore mined at two different sites in Montana. Each ton of or
Blacktop Refining extracts minerals from ore mined at two different sites in Montana. Each ton of or
Blacktop Refining extracts minerals from ore mined at two different sites in Montana. Each ton of or
StudenGPT
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P Answered by Studen AI
Option 3: Create a 5-minute video recording yourself answering the following questions:

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