Numerade

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2. Answer 2.A to 2.D based on the following information about a single plant non-discriminating monopolist that operates in a single market. C is cost, Q is quantity and P is price. Cost function: $C = 0.5Q^2 + 35Q + 400$ Demand function: $P = 200 - 0.25Q$ Find the following [Indicate CS, PS and DWL in an appropriate diagram] 2.A. Equilibrium quantity and price. 2.B. Consumer's surplus (CS) 2.C. Producer's surplus (PS) 2.D. Deadweight loss(DWL)

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The total cost of a job includes: Multiple select question. direct labor cost. predetermined manufacturing overhead. actual manufacturing overhead. direct materials cost. nonmanufacturing cost.

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32 Why sugar price is twice as expensive as the world price due to sugar quota and no one complain about it? Government hides the information Consumers don't know it at all. Nobody likes sugar. Concentrated benefits and dispersed costs.

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Example 12 – Team production with 3 players • Three individuals can carry out a joint project. The level of output depends on the non-verifiable work effort made by each of the individuals. Effort can take values \{0, 1\}. • The individual cost of effort is given by the functions $c(e_i) = e_i$, where $i =$ 1,2,3. • The total revenue or income generated by the team is given by the function: $R = 2 \cdot (e_1 + e_2 + e_3)$. • Assume that the members of this team write down a contract where they agree on equally sharing the (verifiable) total revenue R. • Find the Nash equilibria of this simultaneous game and discuss its efficiency from a Social Welfare perspective. • Is it possible to obtain efficiency with another contract (with another distribution rule)?

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Question 42 Consider a neutral atom with 30 protons and 34 neutrons. The mass number for this atom is 30 32 34 64 1 pts 94

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6. Let g be the inverse function of f. (a) Prove that g"(x) = \frac{f"(g(x))}{[f'(g(x))]^3} Hint: Recall that we obtained g'(x) = \frac{1}{f'(g(x))} by taking the derivative of both sides of f(g(x)) = x. Mimic the approach. (b) If f is concave up and strictly increasing, then what is the concavity of g?

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* Disprove the following statement: If $f: [a, b] \to \mathbb{R}$ is a function such that $|f|$ is integrable on $[a, b]$, then $f$ is also integrable on $[a, b]$.

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Question: What were some of the characteristics of modernism in art and architecture by the time of the realist movement? Given an example of a work of art or a building.

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1. Bagaimana masyarakat pada zaman dahulu berkomunikasi? 2.Sebutkan alat penerangan masyarakat sebelum ditemukannya bola lampu! 3. Apa keuntungan menggunakan setrika listrik? 4.Jelaskan perubahan dalam bidang ekonomi akibat ditemukannya bola lampu! Jawab: ..... 5. Bagaimana aktivitas masyarakat pada malam hari sebelum ditemukan lampu pijar?

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7. (10 points) Each of the following statements is either true or false. If a statement is true, prove it. If a statement is false, disprove it. (a) Suppose $a, b \in \mathbb{N}$. If $a \mid b$ and $b \mid a$, then $a = b$. (b) For every natural number $n$, the integer $2n^2 - 4n + 31$ is prime. (c) There exist prime numbers $p$ and $q$ for which $p - q = 95$.

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mario d.