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50) Which of the following is the reaction for the saponification of methyl acetate? A) $$ \begin{array}{c} \text{O} \\ \parallel \\ \text{CH3-C-O-CH3 + NaOH} \rightarrow \text{CH3-C - OH + CH3 - O- Na+} \end{array} $$ B) $$ \begin{array}{c} \text{O} \\ \parallel \\ \text{CH3-C-O-CH3 + NaOH} \rightarrow \text{CH3-C - O- Na+ + CH3 - OH} \end{array} $$ C) $$ \begin{array}{c} \text{O} \\ \parallel \\ \text{H-C-O-CH3+H2O} \rightarrow \text{H-C-O-+ CH3 - OH}_2^+ \end{array} $$ D) $$ \begin{array}{c} \text{O} \\ \parallel \\ \text{H-C-O-CH3 + NaOH} \rightarrow \text{H-C-O-Na+ + CH3 - OH} \end{array} $$

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Write $\subset$ or $\not\subset$ in the blank so that the resulting statement is true. {6, 8, 10} __ {5, 6, 7, 8, 10}

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The graph of $y = \frac{1}{x}$ has been transformed. The transformed function has a horizontal asymptote at $y = 1$ and a vertical asymptote at $x = 0$. Determine a rational function, $f(x)$, whose graph represents the transformed function.

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Please answer in pandas thank you :) Q2 Continuous Density plot Show a continuous function for average_rating (Density plot) and a Violin plot in 1 2 subplot configuration Q3a: Histogram plots Create 2 histograms in 1 x 2 subplot for average rating and ratings count. Use 5 bins for average ratings and 10 bins for ratings_count. Density plot Violin plot 4.6 4.4 Avg Rating Ratings count 08 12 7 3.6 3.6 3.4 0.8 10 Density 12 Average rating ### ### YOUR CODE HERE ### ### ### YOUR CODE HERE ### Q3b: Grouped Bar Chart Q4a: Box plot Create box plot for text reviews count ignoring the outliers. 1600 Reviews count mean Page count mean 1400 Boxplot 800 1200- 1000 600 800 009 400 200 100 Broadway H.Mifflin Scholastic W.Morrow ### ### YOUR CODE HERE ### ### ### YOUR CODE HERE ### Q4b:Grouped Box plot Create box plot for text reviews count grouped by publishers sltoing the outliors 000 0 3000 220 . 1000 Broadway H. Miffin Scholastic W.Morrow ### ### YOUR CODE HERE ###

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Find the projection matrix for projection onto the plane in R^3 perpendicular to the vector (1, -2, 3). (Hint: find two linearly independent vectors a1 and a2 in the plane and choose A = [a1 a2])

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4. a discount; higher than 5. a premium; equal to QUESTION 7 10 point Redesigned Computers has 5.25 percent coupon bonds outstanding with a current market price of $546.19. The yield to maturity is 16.28 percent and the face value is $1,000. Interest is paid semiannually. How many years is it until these bonds mature? 1. 12.41 years 2. 6.64 years 3. 7.08 years 4. 28.32 years 5. 14.16 years

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Consider the cross-section of a straight gravity dam shown below: 8m Concrete Dam Wall C D A E 4m 3m 2m water 6m Assume the density of concrete is 2300kg/m³, and the density of water is 1000kg/m³. Use g=10m/s² in your calculations. b) Determine the resultant force per unit length of the water on the wall. Specify the direction and magnitude of this force [15 points]. Perform this calculation by considering the forces on the body of water with the cross-section DFE. c) Determine the horizontal and vertical components of the reaction force of the ground on a unit length of the dam wall. [10 pts]

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Bir buzdolab?n?n buharla?t?r?c? k?sm?ndaki hava, içinde so?utucu ak??kan?n -20°C'de The air in an ice evaporator section will be cooled by passing through a bundle of pipes with an outer diameter of 0.8 cm and a length of 0.4 m, in which the refrigerant is evaporated at -20C. The air approaches the pipe bundle perpendicularly at 0C and 1 atm at an average velocity of 4m /s. The rods are arranged longitudinally and transversely with $S_1 = S_t = 1,5cm$. In the direction of flow, there are 15 rows of 30 pipes each. A) the cooling capacity of this system B) Find the pressure drop across the pipe bundle properties of air at average temperature k = 0,02326 W/m.K $\rho$ = 1,316 kg/m3 $c_p$ =1006 J/kg-K Pr = 0,7375 $\mu$ = 1,705 × $10^{-5}$ kg/m.s $Pr_s$ = Pr@$T_s$ = 0,7408 0C density of air $\rho_1$ = 1,292 kg/m³ f = 0,27, x = 1 $Nu_D$=0,27$Re_D^{0.63} Pr^{0.36} (Pr/Pr_s)^{0.25}

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Question 3 A car is normally parked in the partial shadow of a 3 m high wall. Over the winter period, the car owner noted the following: 1. On some nights, where calm conditions with clear skies and low air temperatures (1 to 3°C) prevailed, white (deposition) frost was observed on some of the car surfaces and liquid water condensate on other surfaces of the car. 2. On other calm nights, where similar clear skies and low air temperatures (1 to 3°C) were present, frozen condensate was observed on some of the car surfaces and liquid water condensate on other surfaces of the car. Using your understanding of heat transfer and psychrometrics, briefly explain the underlying reasons for these two scenarios. (8 marks)

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Assume that someone has invented a language with the following aspects: -Users may only define 10 functions -Dynamic memory is allowed, but is always placed on the heap -Functions may not call themselves They claim that you will never run out of memory on a function call, and has therefore designed a runtime environment in which programs only have 100 memory slots. Describe at least 2 scenarios in which a function call will cause you to run out of memory.

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scott t.