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2. Consider the reliability model given in Assignment 5 Problem 1. You have discovered that the...
Problem: 14 pointsl Given the Reliability Block Diagram below of a system with 3 different compon...
please solve only 1.2 and 1.3
dont solve 1.1
thanks
Problem: 14 pointsl Given the Reliability Block Diagram below of a system with 3 different components in series, each with a time to failure distribution and a baseline 3-year reliability, which is the current warranty period for the system Part A Weibull, shape β-2 R(3 years) 0.75 Part B Expon R(3 years) 0.70 Part C Exponential R(3 years) 0.80 1.1) Determine the system reliability at 3-year. Management wants to improve...
(1)The field test data in respect of 172 components is as given below. In the life-testing...
(1)The field test data in respect of 172 components is as given below. In the life-testing of 100 specimens of a particular device, the number of failures during each time interval of twenty hours is shown in Table below. Estimate and Plot: the hazard function, failure density and reliability function. Time/Hours Failure 0-1000 59 1000-2000 24 2000-3000 3000-4000 4000-5000 5000-6000 29 30 17 13 (1) calculate the reliability of the system shown in the figure below 0.8 5 0.8 0.9...
Consider Model 1 from Individual Assignment 2. Use this regression model to test (at the 5%...
Consider Model 1 from Individual Assignment 2. Use this regression model to test (at the 5% level of significance) if the average price of a house in the East neighborhood is less than the average price of a similar house in the North neighborhood. StatTools Report Analysis: Regression Performed By: Bardossy Date: Friday, September 27, 2019 Updating: Static Variable Price Multiple Multiple Regression for Price Summary R-Square Rows Ignored Outliers Adjusted R-square 0.8578 Std. Err. of Estimate 50660.95358 0.9304 0.8656...
PROBLEM 2. Consider a two-step Binomial model. In Figure 1 you are given an incomplete pricing...
PROBLEM 2. Consider a two-step Binomial model. In Figure 1 you are given an incomplete pricing tree, which corresponds to a European put option with strike price K = 65. (a) (5 Points) Compute the per period interest rate r and the risk-neutral probability p*. (b) (10 Points) Find the price of the put option at t = 0. Moreover, determine the complete binomial tree for the stock price. 2.6545 PE(O) 14.6 17.09 35.06 Figure 1: European put with K...
Differential equations question. dp/dt = 0.3 (1-p/10) (p/10-2)p 1. (5 points) Consider the given population model,...
Differential equations question.
dp/dt = 0.3 (1-p/10) (p/10-2)p
1. (5 points) Consider the given population model, where P(t) is the population at time t A. For what values of P is the population in equilibrium? B. For what values of P is it increasing? C. For what values is it decreasing? : (i-T-YE -2) p dt120 her
5. Consider the 3-period binomial model with So 100, u 2, dand r-1. (a) What is...
5. Consider the 3-period binomial model with So 100, u 2, dand r-1. (a) What is the current price of a lookback call option with a strike price of $100 that pays off (at time three) V3- max Sn - 100 Sn3 (b) What is the time-zero price of a lookback put option with a strike price of $100 that pays off (at time three) V 100-min Sn OSnK3 (c) What is the time-zero price of an Asian call option...
Will rate!! Show work plz Part 1. (6 points) Identify the distribution For each random variable:...
Will rate!!
Show work plz
Part 1. (6 points) Identify the distribution For each random variable: State the distribution that will best model random variable. Choose from the common distributions: Uniform, Exponential or Normal distribution. Explain your reasoning. State the parameter values that describe the distribution. Give the probability density function. a. b. c. Random Variable 1 A statistics student has a part time job as a coffee shop barista, she realizes the time between customer orders is a random...
Problem 4 and 5-1 Future Value Consider that you are 35 years old and have just...
Problem 4 and 5-1 Future Value Consider that you are 35 years old and have just changed to a new job. You have $89,000 in the retirement plan from your former employer. You can roll that money into the retirement plan of the new employer. You will also contribute $4,500 each year into your new employer's plan. If the rolled-over money and the new contributions both earn a 7 percent return, how much should you expect to have when you...
Please show all work for Number 2. Thank you. ) Solve the nonhomogeneous system: (t) 5...
Please show all work for Number 2. Thank you.
) Solve the nonhomogeneous system: (t) 5 -2 x(sinh(t) 7.jk(t)-| cosh(t)) 20 An interesting application that leads to a system of differential equations is the study of an arms race. The presentation given here is often called the Richardson model, since it was first proposed by the English metcorologist L.E Richardson. We wish to consider the problem of two countries with expenditures for armaments, x and y, measured in billions of...
HOME ASSIGNMENT PROBLEM №1 What is a forward price of an index JKL given the following...
HOME ASSIGNMENT
PROBLEM №1
What is a forward price of an index JKL given the following
information?
Date of pricing: November 15, 2019
Time till expiration: four months / Contract expires on March
15, 2020
Current value of an index: 2 803
Continuously compounded interest rate: 4.5 %
Continuously compounded dividend yield: 2.3%
PROBLEM №2
What is the value of the forward contract (specified in
problem №1) on January 15, 2020 if:
Forward price of contract with the same underlying...
please solve only 1.2 and 1.3
dont solve 1.1
thanks
Problem: 14 pointsl Given the Reliability Block Diagram below of a system with 3 different components in series, each with a time to failure distribution and a baseline 3-year reliability, which is the current warranty period for the system Part A Weibull, shape β-2 R(3 years) 0.75 Part B Expon R(3 years) 0.70 Part C Exponential R(3 years) 0.80 1.1) Determine the system reliability at 3-year. Management wants to improve...
(1)The field test data in respect of 172 components is as given below. In the life-testing of 100 specimens of a particular device, the number of failures during each time interval of twenty hours is shown in Table below. Estimate and Plot: the hazard function, failure density and reliability function. Time/Hours Failure 0-1000 59 1000-2000 24 2000-3000 3000-4000 4000-5000 5000-6000 29 30 17 13 (1) calculate the reliability of the system shown in the figure below 0.8 5 0.8 0.9...
Consider Model 1 from Individual Assignment 2. Use this regression model to test (at the 5% level of significance) if the average price of a house in the East neighborhood is less than the average price of a similar house in the North neighborhood. StatTools Report Analysis: Regression Performed By: Bardossy Date: Friday, September 27, 2019 Updating: Static Variable Price Multiple Multiple Regression for Price Summary R-Square Rows Ignored Outliers Adjusted R-square 0.8578 Std. Err. of Estimate 50660.95358 0.9304 0.8656...
PROBLEM 2. Consider a two-step Binomial model. In Figure 1 you are given an incomplete pricing tree, which corresponds to a European put option with strike price K = 65. (a) (5 Points) Compute the per period interest rate r and the risk-neutral probability p*. (b) (10 Points) Find the price of the put option at t = 0. Moreover, determine the complete binomial tree for the stock price. 2.6545 PE(O) 14.6 17.09 35.06 Figure 1: European put with K...
Differential equations question.
dp/dt = 0.3 (1-p/10) (p/10-2)p
1. (5 points) Consider the given population model, where P(t) is the population at time t A. For what values of P is the population in equilibrium? B. For what values of P is it increasing? C. For what values is it decreasing? : (i-T-YE -2) p dt120 her
5. Consider the 3-period binomial model with So 100, u 2, dand r-1. (a) What is the current price of a lookback call option with a strike price of $100 that pays off (at time three) V3- max Sn - 100 Sn3 (b) What is the time-zero price of a lookback put option with a strike price of $100 that pays off (at time three) V 100-min Sn OSnK3 (c) What is the time-zero price of an Asian call option...
Will rate!!
Show work plz
Part 1. (6 points) Identify the distribution For each random variable: State the distribution that will best model random variable. Choose from the common distributions: Uniform, Exponential or Normal distribution. Explain your reasoning. State the parameter values that describe the distribution. Give the probability density function. a. b. c. Random Variable 1 A statistics student has a part time job as a coffee shop barista, she realizes the time between customer orders is a random...
Problem 4 and 5-1 Future Value Consider that you are 35 years old and have just changed to a new job. You have $89,000 in the retirement plan from your former employer. You can roll that money into the retirement plan of the new employer. You will also contribute $4,500 each year into your new employer's plan. If the rolled-over money and the new contributions both earn a 7 percent return, how much should you expect to have when you...
Please show all work for Number 2. Thank you.
) Solve the nonhomogeneous system: (t) 5 -2 x(sinh(t) 7.jk(t)-| cosh(t)) 20 An interesting application that leads to a system of differential equations is the study of an arms race. The presentation given here is often called the Richardson model, since it was first proposed by the English metcorologist L.E Richardson. We wish to consider the problem of two countries with expenditures for armaments, x and y, measured in billions of...
HOME ASSIGNMENT
PROBLEM №1
What is a forward price of an index JKL given the following
information?
Date of pricing: November 15, 2019
Time till expiration: four months / Contract expires on March
15, 2020
Current value of an index: 2 803
Continuously compounded interest rate: 4.5 %
Continuously compounded dividend yield: 2.3%
PROBLEM №2
What is the value of the forward contract (specified in
problem №1) on January 15, 2020 if:
Forward price of contract with the same underlying...
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