Given a 3- layered system with the following information: a1=3.2 in , P or q =...

Given a 3- layered system with the following information: a1=3.2 in , P or q = 140 psi , h1=8in , E1=350,000 psi h2=16in , E2=17,500 psi and E3=8,750 psi. Find: 1.K1? 2.K2? 3.A? 4.H?

5.ZZ1? 6.ZZ2? 7.(ZZ1-RR1)? 8. (ZZ2=RR2)? 9. z1(kPa)? 10. z2 (kpa)? 11. r1 (kpa)? 12 r1?

Expert Solution

Ally Wells answered 1 year ago

1. Given the following system equations of price (P) and quantity (Q) determination in a widget...

1. Given the following system equations of price (P) and quantity (Q) determination in a widget market: SHOW ALL WORK! Demand: Q = 100 - 4P + 2G …..(1) Supply: Q= 60 + 10P – 3N ……(2) Where the price of substitute good, G = 10, and the cost of production N = 8. 1-a) by using the repeated substitution method only, please find equilibrium P and Q. 1-b) if G is up by 2, shows the impact of...

3. Consider the following information on the production of basketballs. Demand: P = 10 – Q;...

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The demand equation for a market is given by p(q + 3) = 15 and, for...

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EDTA is a hexaprotic system with the p K a values: p K a1 = 0.00...

EDTA is a hexaprotic system with the p K a values: p K a1 = 0.00 , p K a2 = 1.50 , p K a3 = 2.00 , p K a4 = 2.69 , p K a5 = 6.13 , and p K a6 = 10.37 . The distribution of the various protonated forms of EDTA will therefore vary with pH. For equilibrium calculations involving metal complexes with EDTA , it is convenient to calculate the fraction of EDTA...

Given the demand function for a particular product is q(p)=(10-p^2)e^-p+3 for price p in thousands of...

Given the demand function for a particular product is q(p)=(10-p^2)e^-p+3 for price p in thousands of dollars. Suppose the cost of producing q units of this particular product is In(q). a) Find the profit function in terms of p, pie(p). Use log properties to simplify the function. b) Show there exists a solution p where pie(p)=0. (Cite any theorems used and do not solve for p) c) Suppose we are current charging $3000 and we want to increase profit by...

3. Suppose the inverse demand for a monopolist’s product is given by P (Q) = 150...

3. Suppose the inverse demand for a monopolist’s product is given by P (Q) = 150 – 3Q The monopolist can produce output in two plants. The marginal cost of producing in plant 1 is MC1 = 6Q1 While the marginal cost of producing in plant 2 is MC2 = 2Q2 (Kindly answer clearly) a) How much output should be produced in each plant? b) What price should be charged?

Solve the following system of linear equations: −p + q + 2r = 8 (1) p...

Solve the following system of linear equations: −p + q + 2r = 8 (1) p + q + 2r = 0 (2) 2q − 2r = 2 (3). The sum of the values of p, q and r of the solution is

Suppose that demand for a cigarettes (in millions of cartons) is given by Q=20 - ½ *P. Supply of cigarettes is given by Q=P.

Suppose that demand for a cigarettes (in millions of cartons) is given by Q=20 - ½ *P. Supply of cigarettes is given by Q=P. There is a negative consumption externality from cigarettes, in the amount of $2 per box.a. Draw the market for cigarettes, labeling the private marginal cost (PMC), social marginal cost (SMC), private marginal benefit (PMB) and social marginal benefit (SMB).b. What quantity of the good is consumed under the private market equilibrium?c. What is the socially optimal...

Given the following supply and demand equations, solve the following supply: p=q Demand: p=200-p a) What...

Given the following supply and demand equations, solve the following supply: p=q Demand: p=200-p a) What is the market equilibrium price and quantity? b) What is the Consumer surplus and the producer surplus? c) The government enacts a price ceiling of $120. What is the new consumer surplus? d) Assume now the government enacts a price ceiling of $20. What is the new consumer surplus? e) When the price ceiling is $20, consumer surplus declines, compared to the market equilibrium....

3. Given: p = 10% r = $1,000 q = $5,000 What is the expected profit...

3. Given: p = 10% r = $1,000 q = $5,000 What is the expected profit of an insurance company from only healthy individuals?

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