Numerade

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What is the IUPAC name of this molecule?

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The table below has basic information about Sales staff and their sales for a small appliance sales chain. It shows the employee, the items they sell as well as which store they work in. SALES(Emp_Name, Emp_ID, Make, Grade, Retail_Price, Wholesale_Price, Serial_No, Commission, Store_Address, Date, Store_Phone, Model) The following functional dependencies apply and there are no redundancies present: Store_Address -> Store_Phone Grade -> Commission Emp_ID -> Store_Address Serial_No -> Model, Make Emp_ID, Serial_No -> Date, Retail_Price Serial_No ->Wholesale_Price Emp_ID -> Grade Emp_ID -> Emp_Name 3.1 Find the Primary Key of the SALES relation. 3.2 Decompose the SALES relation into 3NF. Show the final schema in full with all primary keys and foreign keys mark appropriately. 3.3 The following FD also holds true: Store_Phone-> Store_Address Which relation in your decomposition would it map to? Test that relation to show that it is still in 3NF. Show your working.

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PROBLEM 3.8: Due to a battery problem, a motorist was stranded on the deserted roads of Arizona. Luckily, he purchased a micro-heat engine which can produce work out of hot objects. He just had a mug of coffee weighing 0.5 kg at 90Â°C. The coffee is assumed to have the same properties as water. You can assume water to be incompressible and c is given as 4.2 kJ/kg K. Then the maximum work he can extract from coffee is estimated in kJ as (assume water to be incompressible): a. 12.97 b. 24.42 c. 135.98 d. 84.86

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CSC 414: Introduction to Operating Systems HW3: Process Scheduling Calculate the average wait time and average turnaround time for the following process scheduling algorithms. 1) First-Come First-Served 2) Shortest-Job-First Scheduling 3) Shortest-Remaining-Time-First Scheduling 4) Round Robin (with quantum time 2) Scheduling Process Arrival Time Burst Time $P_1$ 0 7 $P_2$ 2 4 $P_3$ 4 1 $P_4$ 5 4

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\frac{20}{16} = \frac{...}{8} ; \frac{15}{75} = \frac{3}{...} ; \frac{30}{...} = \frac{5}{3} ; \frac{4}{12} = \frac{...}{3}

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XYZ is a triangle. length X - Y is 13 cm, length Y - W is 19 cm, length X - Z is 10 cm, length W - Z is 3 cm, length X - W is 7 cm. Find the area of triangle XYZ.

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Aha ~pe Hl beeutse tlcy have Wqque wuyS ofobtanng 'pnlusts an reldily scenl Tuat" truly amazing the formulas in Table L~t uxnrall the different types of special products by analyzing of Special Products and Its Formulas Table Types DX The Square of binomial consists of (a + b)^2 = a^2 + 2ab + b^2. The square of the Au50 Binomial CT binomial 4 clutd twice the product of the of the first Remember that the square of and the last term T7 - The square of a binomial consists of: 20 230 The sum of the square of the first, second and last terms; IBe4 460n55 twice the product of the first and the Remember that the square of second terms, of six terms twice the product of the first and the last terms; and twice the product of the second and the last terms. T7 The product of the sum and difference (a + b)(a - b) = a^2 - b^2. Remember that the squares of the terms D facc 0 Lhe Same Two difference of the Same Io Dene Di> binomial 4 To find the cube of a binomial find the cube of each term to get the cube of the binomial. Cube of a trinomial = (a + b + c)^3 = a^3 + b^3 + c^3 + 3a^2b + 3ab^2 + 3a^2c + 3ac^2 + 3b^2c + 3bc^2 + 6abc. The product of the sum and difference (a + b)(a - b) = a^2 - b^2.

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13. If you pay P50.00 at the end of each month for 40 years on account that pays interest at 10% compounded monthly, how much money do you have after 40 years. A. P316,203.98 B. P361,203.98 C. P362,103.98 D. P363,120.98

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Which of the following reagents could be used to complete the transformation shown? 1. NaOH, 2. Acid chloride Acetic anhydride Aqueous base LAH

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Set up (but do not evaluate) a limit of a Riemann sum using equal length intervals and right endpoints that can be used to evaluate the following indefinite integral.\\ $\int_2^8 \sin(x) dx$

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ines l.