1. A solar energy project is expected to have capital costs of $995,000, average yearly operating costs of $175,000, and a lifetime of 25 years. If the total production during the lifetime of the project is 89,500,000 kWh, what is the levelized cost of energy (LCOE)?(1 point)
A. $0.77 per kWh
B. $0.60 per kWh
C. $0.07 per kWh
D. $0.06 per kWh
2. Which of the following is a characteristic of levelized cost of energy (LCOE)?
A. It is the minimum price per kWh at which electricity must be sold in order to break even over the lifetime of a power-generating project.
B. It is the maximum amount of power that can be produced per dollar over the lifetime of a power-generating project.
C. It is the minimum amount of power that can be produced per dollar over the lifetime of a power-generating project.
D. It is the maximum price per kWh at which electricity must be sold in order to break even over the lifetime of a power-generating project.
It is the maximum price per kWh at which electricity must be sold in order to break even over the lifetime of a power-generating project.
3. Which of the following statements is true for both solar energy and wind energy?
A. Power generation using this energy source does not contribute to water pollution
B. Energy is able to be collected both day and night.
C. Energy collection equipment can be installed in agricultural areas without affecting crop production.
D. Power from this energy source can easily be integrated into existing power grid systems.
please answer all of them
1. A solar energy project is expected to have capital costs of $995,000, average yearly operating costs of $175,000, and a lifetime of 25 years. If the total production during the lifetime of the project is 89,500,000 kWh, what is the levelized cost of energy (LCOE)?(1 point)
A. $0.77 per kWh
B. $0.60 per kWh
C. $0.07 per kWh
D. $0.06 per kWh
2. Which of the following is a characteristic of levelized cost of energy (LCOE)?
A. It is the minimum price per kWh at which electricity must be sold in order to break even over the lifetime of a power-generating project.
B. It is the maximum amount of power that can be produced per dollar over the lifetime of a power-generating project.
C. It is the minimum amount of power that can be produced per dollar over the lifetime of a power-generating project.
D. It is the maximum price per kWh at which electricity must be sold in order to break even over the lifetime of a power-generating project.
It is the maximum price per kWh at which electricity must be sold in order to break even over the lifetime of a power-generating project.
3. Which of the following statements is true for both solar energy and wind energy?
A. Power generation using this energy source does not contribute to water pollution
B. Energy is able to be collected both day and night.
C. Energy collection equipment can be installed in agricultural areas without affecting crop production.
D. Power from this energy source can easily be integrated into existing power grid systems.
Power from this energy source can easily be integrated into existing power grid systems.
please answer all of them
11 answers
Answers:
1. B. $0.60 per kWh
2. D. It is the maximum price per kWh at which electricity must be sold in order to break even over the lifetime of a power-generating project.
3. A. Power generation using this energy source does not contribute to water pollution.
1. B. $0.60 per kWh
2. D. It is the maximum price per kWh at which electricity must be sold in order to break even over the lifetime of a power-generating project.
3. A. Power generation using this energy source does not contribute to water pollution.
A rectangle is 4/3 meters long and 2/5 of a meter wide. What is the total area, in square meters, of the rectangle?
To find the area of the rectangle, we need to multiply its length by its width.
Length = 4/3 meters
Width = 2/5 meter
Area = Length x Width
Area = (4/3) meters x (2/5) meter
Area = (8/15) square meters
Therefore, the total area of the rectangle is 8/15 square meters.
Length = 4/3 meters
Width = 2/5 meter
Area = Length x Width
Area = (4/3) meters x (2/5) meter
Area = (8/15) square meters
Therefore, the total area of the rectangle is 8/15 square meters.
A rectangle is 1/5 of a foot long and 2/3 of a foot wide. What is the fractional area, in square feet, of the rectangle?
To find the area of the rectangle, we need to multiply its length by its width.
Length = 1/5 foot
Width = 2/3 foot
Area = Length x Width
Area = (1/5) foot x (2/3) foot
Area = (2/15) square feet
Therefore, the fractional area of the rectangle is 2/15 square feet.
Length = 1/5 foot
Width = 2/3 foot
Area = Length x Width
Area = (1/5) foot x (2/3) foot
Area = (2/15) square feet
Therefore, the fractional area of the rectangle is 2/15 square feet.
A rectangle is 5/4 meters long and 2/3 of a meter wide. What is the total area, in square meters, of the rectangle?
To find the area of the rectangle, we need to multiply its length by its width.
Length = 5/4 meters
Width = 2/3 meter
Area = Length x Width
Area = (5/4) meters x (2/3) meter
Area = (5/6) square meters
Therefore, the total area of the rectangle is 5/6 square meters.
Length = 5/4 meters
Width = 2/3 meter
Area = Length x Width
Area = (5/4) meters x (2/3) meter
Area = (5/6) square meters
Therefore, the total area of the rectangle is 5/6 square meters.
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nope its
0.06
It is the minimum price per kWh at which electricity must be sold in order to break even over the lifetime of a power-generating project.
only correct answer was
Power generation using this energy source does not contribute to water pollution.
0.06
It is the minimum price per kWh at which electricity must be sold in order to break even over the lifetime of a power-generating project.
only correct answer was
Power generation using this energy source does not contribute to water pollution.
3 answers