custom answer please solve all parts 2KCO1(s)⟶2KCt{r)+TO2(x) 1stattempt Part 1 (1 point) What mass cl petassiumnitrate is nevided to generase 2030 Lof gas, composed of 147.0 L of N2 and 560 L of O jat 0.720 atm and 287 . Kueine these two resetions? y KNO1 Part 2. (1 point) What itass of potassum chlorate is

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### 1. From the graph above identify what killing method (Driller’s Method or Weight and Wait Method) is used in this well? 2. Define the pressures 1 to 5 ? 3. How many circulations are present in this killing procedure? Identify it/them (if more than one) by mentioning the colors representing each circulation. 4. Please fill the table below with information

1. From the graph above identify what killing method (Driller’s Method or Weight and Wait Method) is used in this well? 2. Define the pressures 1 to 5 ? 3. How many circulations are present in this killing procedure? Identify it/them (if more than one) by mentioning the colors representing each circulation. 4. Please fill the table below with information

### (Chapter 9): An existing robot can be kept if ( $ 2,000 ) is spent now to upgrade if for future service requirements. Alternatively, the company can purchase a new robot to replace the old robot. The following estimates have been developed for both the defender and the challenger. The company’s before-tax MARR is ( 20 % ) per year. Based on this

(Chapter 9): An existing robot can be kept if ( $ 2,000 ) is spent now to upgrade if for future service requirements. Alternatively, the company can purchase a new robot to replace the old robot. The following estimates have been developed for both the defender and the challenger. The company’s before-tax MARR is ( 20 % ) per year. Based on this

### Q 4. A casualty insurance company has 1000 policyholders, each of whom may independently present a claim in the next month with probability ( 0.05 ). Assuming that the amounts of claims made are independent exponential random variables with mean ( $ 800 ) (i.e., ( lambda=1 / 800 ) ). (a) Estimate the probability that the total amount of claims next

Q 4. A casualty insurance company has 1000 policyholders, each of whom may independently present a claim in the next month with probability ( 0.05 ). Assuming that the amounts of claims made are independent exponential random variables with mean ( $ 800 ) (i.e., ( lambda=1 / 800 ) ). (a) Estimate the probability that the total amount of claims next

### Suppose you want to estimate the following relationship: [ ln (text { wage })=beta_{0}+beta_{1} text { beauty }+beta_{2} text { exper }+beta_{3}(text { age }-20)+u ] where beauty = physical attractiveness of a worker, exper ( = ) number of years of experience, age ( = ) number of years. (a) Your friend told you that the “beauty-effect” on (

Suppose you want to estimate the following relationship: [ ln (text { wage })=beta_{0}+beta_{1} text { beauty }+beta_{2} text { exper }+beta_{3}(text { age }-20)+u ] where beauty = physical attractiveness of a worker, exper ( = ) number of years of experience, age ( = ) number of years. (a) Your friend told you that the “beauty-effect” on (

### Name 5 differences between dispersive IR spectroscopy and FTIR spectroscopy. Discuss advantages of FTIR over IR

Name 5 differences between dispersive IR spectroscopy and FTIR

spectroscopy. Discuss advantages of FTIR over IR

### Suppose we have an FOL with constants a, b, c, d, e, variables x, y, z, predicate symbols Px, Qx, Rxy, x = y, the regular connectives ¬, ∧,∨, →,↔, and the quantifiers ∀ and ∃. For each of the following, indicate whether they are simple terms, mere well-formed formulas (wffs), atomic sentences, complex (non-atomic) sentences, or none of these. a. ∀x((Rba ∧

Suppose we have an FOL with constants a, b, c, d, e, variables

x, y, z, predicate symbols Px, Qx, Rxy, x = y, the regular

connectives ¬, ∧,∨, →,↔, and the quantifiers ∀ and ∃. For each of

the following, indicate whether they are simple terms, mere

well-formed formulas (wffs), atomic sentences, complex (non-atomic)

sentences, or none of these.

a. ∀x((Rba ∧

### 840. In the following calculations, let ( I_{n} ) stand for the value of the definite integral ( int_{0}^{pi / 2} cos ^{n} x d x ), where ( n ) is a nonnegative integer. (a) Show that ( I_{0}=frac{1}{2} pi, I_{1}=1, I_{2}=frac{1}{4} pi ), and ( I_{3}=frac{2}{3} ). (b) Notice that ( I_{0}>I_{1}>I_{2}>I_{3} ). Without calculating any more

840. In the following calculations, let ( I_{n} ) stand for the value of the definite integral ( int_{0}^{pi / 2} cos ^{n} x d x ), where ( n ) is a nonnegative integer. (a) Show that ( I_{0}=frac{1}{2} pi, I_{1}=1, I_{2}=frac{1}{4} pi ), and ( I_{3}=frac{2}{3} ). (b) Notice that ( I_{0}>I_{1}>I_{2}>I_{3} ). Without calculating any more

### – Find a study/article (related to business) in the news that uses the normal distribution to explain a phenomenon. Summarize the study and discuss how the study uses/apply the normal distribution. Makes sure to provide the link to the study/article. The normal distribution describes many common phenomena. Imagine a frequency distribution describing popcorn

– Find a study/article (related to business) in the news that uses the normal distribution to explain a phenomenon. Summarize the study and discuss how the study uses/apply the normal distribution. Makes sure to provide the link to the study/article.

The normal distribution describes many common phenomena. Imagine a frequency distribution describing popcorn

###
(4 marks) Let ( X_{1}, X_{2}, ldots, X_{n} ) be a random sample of size ( n ) from a normal population with mean ( mu ) and variance ( sigma^{2} ). It is desired to test the following hypotheses [ H_{0}: mu=mu_{0} quad text { versus } quad H_{1}: mu

(4 marks) Let ( X_{1}, X_{2}, ldots, X_{n} ) be a random sample of size ( n ) from a normal population with mean ( mu ) and variance ( sigma^{2} ). It is desired to test the following hypotheses [ H_{0}: mu=mu_{0} quad text { versus } quad H_{1}: mu

#### Solve problem 4 using MATLAB. And paste code and output screenshot here: Solution of problem 3 is also attached at end to solve problem 4 problem3 Solution

Solve problem 4 using MATLAB. And paste code and output

screenshot here:

Solution of problem 3 is also attached at end to solve

problem 4

problem3

Solution

custom answer show all workings plsexcel sheet attached 3. A university wants to know what proportion of students are regular bike riders so that they can install an appropriate number of bike racks. The spreadsheet bike. csv contains the result of survey conducted in 20 classes. Here N is a class size and n is

custom answer please Help me Instructions: Below are some typical answers students have submitted in the past. Describe the mistake(s) in your own words. What grade (percentage) would you give a student making this mistake? In deciding the grade, consider the following: how ‘big’ is the mistake, how does the mistake compare to the others

#### An economist wants to determine whether average price/earnings (P/E) ratios differ for firms in three industries. Independent samples of five firms in each industry produced the following results after conducting a one-way ANOVA. SSB (sum of squares between groups) = 258.82 and SST (sum of squares total) = 424.04. Based on this information, what would be the

An economist wants to determine whether average price/earnings

(P/E) ratios differ for firms in three industries. Independent

samples of five firms in each industry produced the following

results after conducting a one-way ANOVA. SSB (sum of squares

between groups) = 258.82 and SST (sum of squares total) = 424.04.

Based on this information, what would be the

#### Why would a t-test be used for statistical analysis of surveys?

Why would a t-test be used for statistical analysis of surveys?

#### A financial security generates a cash flow of $25,000 every five years forever with the first cash flow occurring in 3 years’ time. The appropriate opportunity cost is 12% p.a. compounded annually. What should be the security’s price today?

A financial security generates a cash flow of $25,000 every five

years forever with the first cash flow occurring in 3 years’ time.

The appropriate opportunity cost is 12% p.a. compounded annually.

What should be the security’s price today?

#### 6. Find vectors ( mathbf{v}, mathbf{w} in mathbb{C}^{1} ) so that ( mathbf{w} ) is a complex scalar multiple of ( mathbf{v} ) but not a real scalar multiple.

6. Find vectors ( mathbf{v}, mathbf{w} in mathbb{C}^{1} ) so that ( mathbf{w} ) is a complex scalar multiple of ( mathbf{v} ) but not a real scalar multiple.

#### find the root mean square as shown in the formula of the given data

find the root mean square as shown in the formula of the given data

#### Was wondering how to do a where statement for months between 4 and 11 and also help with the question after

Was wondering how to do a where statement

for months between 4 and 11

and also help with the question after