(1 in 20) 3 times a day for 49 days. What quantity of Potassium permanganate will be contained in the volume of solution you supply (state your answer to 4 decimal places)? 28. Weight of erythromycin (mg) – please answer (a) to (c). What weight (in mg) of erythromycin (C37H67NO13) is contained in the following (state to TWO decimal places): g) 300 mg of erythromycin ethyl succinate (C43H75NO16) h) 399 mg of erythromycin proprionate (C40H71NO14) i) 916 mg of
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liabilities & Shareholders’ equity | $ | | Top of Form 2. Using Table 3.7‚ calculate the marginal and average tax rates for a single taxpayer with the following incomes: (Do notround intermediate calculations. Round "Average tax rate" to 2 decimal places.) | | Income | Marginal Tax Rate | Average Tax Rate | a. | $21‚000 | % | % | b. | $51‚000 | % | % | c. | $304‚000 | % | % | d. | $3‚200‚000 | % | % | | Explanation: a. | Taxes = (0.10 × $8‚500) + 0.15 × ($21‚000
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Consider the joint probability distribution of X and Y: x = 2 x = 4 y = 1 0.3 0.2 y = 2 0.1 0.4 What is E(X|y = 1) (rounded to four decimal places)? 2. Consider the joint probability distribution of X and Y: x = 2 x = 4 y = 1 0.3 0.2 y = 2 0.1 0.4 What is E(Y|x = 4) (rounded to four decimal places)? 3. Undergraduates are asked to write a 300-word essay. The number of non-word (N) errors is a random
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your answers to one decimal place. (5) (Total 11 marks) 2. On separate diagrams‚ sketch the curves with equations (a) y = arcsin x‚ -1 £ x £ 1‚ (b) y = sec x‚ - £ x £ ‚ stating the coordinates of the end points of your curves in each case. (4) Use the trapezium rule with five equally spaced ordinates to estimate the area of the region bounded by the curve with equation y = sec x‚ the x-axis and the lines x = and x = -‚ giving your answer to two decimal places. (4) (Total
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About 16‚000‚000 What would be the dotted decimal equivalent o the slash notation of /30? 11111111.11111111.11111111.11111100 255. 255. 255. 252 = 255.255.255.252 What would be the dotted decimal equivalent o the slash notation of /8? 11111111.0.0.0 255.0.0.0 What would be the dotted decimal equivalent o the slash notation of /17?
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* Beral Pipette Procedure- 1) Label the beakers A and B. 2) Weigh the beakers to two decimal places. 3) In Beaker A‚ place approximately .5- .75 g of baking soda. 4) Weigh Beaker A with the powder to two decimal places. 5) Fill Beaker B one third to one half full of vinegar. 6) Place the pipette into Beaker B. 7) Weigh Beaker B with the vinegar and pipette to 2 decimal places. 8) Slowly transfer the liquid from Beaker B to Beaker A using the pipette until all
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Exercise 18 Q1. Assuming that the distribution is normal for weight relative to the ideal and 99% of the male participants scored between ( - 53.68‚ 64.64)‚where did 95% of the values for weight relative to the ideal lie? Round your answer to two decimal places. Answer: Mean of weight relative to ideal = 5.48 and Standard Deviation (σ) = 22.93. Calculation: (x bar) 1.96(σ) 5.48± 1.96(22.93) 5.48 - 1.96(22.93) = 5.48 - 44.94 = (-39.46) 5.48 + 1.96(22.93) = 5.48 + 44.94 = 50.42 Expressed as (-39
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IBM Personal Computers and Compatibles. Definition of terms Interpreters → reads the source code of your program one line at a time and performs the specific instructions contained in that line. Compilers → reads the entire program and converts it into object code‚ which is a translation of the program source code into a form that can be directly executed by the computer. Compile Time → refers to the events that occur during the compilation process. 1 Object Code → is also referred
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|1. |What command is used to count the total number of lines‚ words‚ and characters contained in a file? | | |A. | | |countw | | |
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EDEXCEL FUNCTIONAL SKILLS PILOT Maths Level 2 Chapter 1 Working with whole numbers SECTION A 1 Place value and rounding 2 2 Negative numbers 4 3 Factors and multiples 6 4 Estimating and checking 8 5 Tips for calculating 11 6 Remember what you have learned 13 Pilot material only – see introduction before use © Pearson Education 2008 Functional Maths Level 2 • Chapter 1 Draft for Pilot Working with shape and space 5 EDEXCEL FUNCTIONAL
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