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“I’m the owner of Mabrouk Farming Enterprise and recently purchased Sunrise Farm. Sunrise Farm currently have 75 hectare raisins grapes in production as well as 55 hectare table grapes. For the purchase I received a R1.5 million grant from a Government Development scheme as well as a further R2.2 million from First Rand Bank as a production loan. The production loan needs to be paid back after the next harvest and the Government grant over a period of five years at Prime interest rate. 1. Develop a management plan, including organ osram for the production section of my business. 2. Develop a training plan 3. Describe in detail and comprehensive of how I will develop productive teams of permanent and seasonal employees. 4. Describe how I will measure the productive . 5. Describe how will I evaluate and communicate the progress (or not) in the improvement of productivity 6. Describe how will I handle different cultural perspectives and different habits related to productivity. 7. What’s possible resistance can I expect and how I would I handle each of these 8. How would I reward individual and group improvements in productivity respectively.”

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“Karl Marx’s Theory of Alienation posits that individuals become estranged from themselves and others when operating under the conditions of capitalism, particularly due to its emphasis on industrial production. Marx argued that under capitalism, class distinctions and alienation are inevitable, and human beings will never achieve equality across economic, social, political, religious, or philosophical spheres. Using relevant examples, critically discuss Karl Marx’s theory of class and alienation. Your discussion should focus on Marx’s analysis of class and the four types of alienation, applying his theory within the South African context. Additionally, consider the limitations of Marx’s theory in understanding contemporary social dynamics. “

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“Discuss the following: Social-economic Environmental impacts, The impact of a photovoltaic system on the occupational and public health and safety at the Tshwaraganang children’s home, as designed in Assignment 1. The demand (power) reduction (kW, energy consumption (kwh) and cost savings in (Rands), environmental impact (greenhouse gas emission reduction) and impact on occupational and public health and safety arising from the design must be determined. Use the applicable energy tariff in each environment and Eskom emission factors for the greenhouse emission analysis. Knowledge and understanding of the impact of engineering activity on the society, economy, industrial and physical environment should be indicated. Address issues by analysis and evaluation. Use the following greenhouse emission factors to determine the emission reduction: • Carbon dioxide (CO2) 1.003 kg / kWh • Nitrous oxides (NOx) 0.004390 kg / kWh • Sulphide oxides (SOx) 0.008490 kg / kWh • Particulate matter 0.0004 kg / kWh • Water 0.00145 kilolitres / kWh The assignment report submission should also take into consideration the competency indicators for REN316D Graduate Attribute 7 (G7) as indicated in the subject study guide as guidelines. Analyze the economic impact of such an implementation using applicable methods such as: Cost-benefit analysis: This involves the determination of the total benefit and the total cost over a given period. And the resulting net benefit or loss is calculated from K_CB=∑▒〖(benefits)-∑▒〖(costs)〗〗 If KCB gives a positive value, then there is going to be a net benefit; otherwise, the project will involve a loss. The greater the positive value of KCB, the better. Simple payback period (SPB): This is the total length of time (in years) that a project must be continually operated before the initial investment can be fully recovered. It is calculated using SPB=(∑▒〖( investment costs)〗)/(∑▒〖(benefits per year)-∑▒〖( costs per year)〗〗) The SPB is in years and does account for the useful lifetime of the project. Initial rate of return: The reciprocal of the simple payback period gives the initial rate of return, as expressed by Initial Rate of Return= (∑▒〖(benefits per year)-∑▒〖(costs per year)〗〗)/(∑▒〖(investment costs)〗)×100% The initial rate of return represents the minimum rate of return on the investment. For the project/investment to be considered viable, the internal rate of return (IRR) must be greater than the initial rate of return. write a technical report for this assignment”

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