Eaglin Company's quality cost report is to be based on the following data: Disposal of defective products Liability arising from defective products Test and inspection of in-process goods Systems development Net cost of spoilage Supervision of testing and inspection activities Lost sales due to poor quality Maintenance of test equipment Quality data gathering, analysis, and reporting What would be the total appraisal cost appearing on the quality cost report? Multiple Choice O $194,000 $175,000 O $112.000 $167,000 $ 74,000 $ 66,000 $ 82,000 $ 11,000 $ 75,000 $ 93,000 $ 44,000 $ 19,000 $ 51,000

Create a SQL table using your name with the following features: the columns of your table must include, at least the data types (in this order) and one more of your choice NOTE: You need to specify a 2 column (i.e 2 attribute 1. varchar (n), // where n covers the string length you want to enter 2. Int, 3. decimal, (precision = 8, scale = 3 4. date. 5. ??? your choice here ??? Table constraints: 1. It has a two column primary key 2. a check constraint on 2 columns, on the decimal and the date field 3. Use '2024-02-18' date as the default on the date field 5. write down your relational schema 5. Create the table, insert at least 4 rows, and do a Select * to show them example don't just copy these, change the constraint names

only answer d now please

Please answer G part with explanation.  Answer was incoorect in previous solution

PLEASE, WRITE THE SOLUTIONS ON PAPER, EXPLAINING THE ENTIRE PROCESS, THE ONLY AND CORRECT ANSWERS ARE FOR (i) V(t) = exp (-2e^0.02t + 2 ) for 0 15 (i) Derive, and simplify as far as possible, expressions in terms of t for V(t), where V(t) is the present value of a unit sum of cash flow made at time t. You should derive separate expressions for the three sub-intervals. (ii) Hence, making use of the result in part (i), calculate the value at time t = 3 of a payment of £2,500 made at time t = 15. (iii) Calculate, to the nearest 0.01%, the constant nominal annual rate of interest convertible half-yearly implied by the transaction in part (ii). (iv) Making use of the result in part (i), calculate the present value of a payment stream p(t) paid continuously from time t = 15 to t = 20 at a rate of payment at time t given by: p(t) = 300e 0.02t

Req1-Req2 were incorrect. Can you try the problem again ?

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