Chemical Engineering Plant Economics In a chemical process plant, the total product cost comprises of manufacturing cost and the General expenses Overhead cost R & D cost None of these General expenses Overhead cost R & D cost None of these ANSWER DOWNLOAD EXAMIANS APP
Chemical Engineering Plant Economics A balance sheet for a chemical plant shows its financial condition at any given date. It does not contain the __________ of the plant. Long term debt Profit Current liability Current asset Long term debt Profit Current liability Current asset ANSWER DOWNLOAD EXAMIANS APP
Chemical Engineering Plant Economics Pick out the correct statement. Sum-of-the-years-digits methods of depreciation calculation accounts for the interest on the investment Unamortised cost is the difference between the original cost of a property and all the depreciation charges made to dat Difference between income and expense is termed as gross revenue Scrap value is the net amount of money obtainable from the sale of used property over and above any charges involved in its removal & sale Sum-of-the-years-digits methods of depreciation calculation accounts for the interest on the investment Unamortised cost is the difference between the original cost of a property and all the depreciation charges made to dat Difference between income and expense is termed as gross revenue Scrap value is the net amount of money obtainable from the sale of used property over and above any charges involved in its removal & sale ANSWER DOWNLOAD EXAMIANS APP
Chemical Engineering Plant Economics Generally, income taxes are based on the Total product cost Fixed cost Total income Gross earning Total product cost Fixed cost Total income Gross earning ANSWER DOWNLOAD EXAMIANS APP
Chemical Engineering Plant Economics Equipment installation cost in a chemical process plant ranges from __________ percent of the purchased equipment cost. 70 to 80 35 to 45 10 to 20 55 to 65 70 to 80 35 to 45 10 to 20 55 to 65 ANSWER DOWNLOAD EXAMIANS APP
Chemical Engineering Plant Economics If an amount R is paid at the end of every year for 'n' years, then the net present value of the annuity at an interest rate of i is R(1 + i)n R[((1 + i)n - 1)/i] [((1 + i)n - 1)/i(1 + i)n] R/(1 + i)n R(1 + i)n R[((1 + i)n - 1)/i] [((1 + i)n - 1)/i(1 + i)n] R/(1 + i)n ANSWER DOWNLOAD EXAMIANS APP
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