ir decimal places- P(X-17)-n-20-p-0-9.docx
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This document appears to be discussing probability calculations involving a binomial distribution with specific parameter values. It mentions the probability P of some event X equaling 17, with a sample size n of 20 and probability of success p of 0.9 for each trial.
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Key Terms Quiz Use terms from the Key Terns list to complete the sen- 5. cryptosystem to is the evaluation of a tences that follow. Don't use the same term more than once. Not all terms will be used. 6. referens to every possible value 1. Making two inputs result in the exact same 7. is the function most commonly cryptiggaphic hash is called a(n) 2. A simple way to hide information the 8. The measure of randomness in a data stream is moves a letter a set number called of places down the alphabet. 9. Processing through an algorithm more than once 3. To provide for perfect forward security, one with different keys is called 4. is required for symmetric 10. The basis for symmetric cryptography is the principle of a(n) Multiple-Choice Quiz 1. When a message is sent, no matter what its format, why do we care about its integrity? 2. How is 3DES different from many other types of A. To ensure proper formatting encryption described in this chapter? B. To show that the encryption keys are undamaged A. It only encrypts the hash. C. To show that the message has not been edited B. It hashes the message before encryption. in transit C. It uses three keys and multiple encryption D. To show that no one has viewed the message and/or decryption sets. D. It can display the key publicly. 3. It a messege has a hasty hon tivat aprotect the myessago in transit? A. If the message is editid, the hath witl irs P: Ifintuing longer match. What algurithin can be used to provide for bulk. 5. Hashing destroys the messages to that if cincryption of data? cannot be nead by anyone. A. kifs C. Hashing encrypts the message se that only 13. 1264 the private key holder can read it. C. RI'EMA D. The hash makes the mestage uneditable. D. ElGamal 4. What is the biggeat drawback to symmetric 8. A good hash function is resistant to what? encryption? A. Beute-forcing A. It is too easily broken. B. Rainbow tablest B. It is too slow to beeasily used on mobile C. Lnterceptian devices. D. Collisions C. It requires a key to be securely shared. 9. How is 3DES an improvement over normal EES? D. It is available only on UNIX. A. It uses public and private keys. 5. What is Diffie-Hellman most comimonly used for? B. It hashes the message before encryption. A. Symmetric encryption key exehange C. It uses throe keys and multiple encryption D. Sigrung digital contracts. and/or decryption sets. C. Sectre e-mail D. It is faster than DES. D. Storing encrypted passwords: 10. What is the best kind of key to have? 6. What is public key cryptography a more A. Easy to remember cokmmon name for? B. Long and random Key Terms Quiz Use terms from the Key Terms list to complete the sentences that follow. Don't use the same term more than once. Not all terms will be used. 6. Emails and their attachments can be secuked i. is a protocol used to secune DNS 7. The use of multiple nearly identical messages can packets during transmission across a network: lead to the cryptographic altack. 2. A common encryption metho.
Kean University Principles of Ecology Unit 6- Assignment 1 Homework ch.docx
Kean University
Principles of Ecology
Unit 6: Assignment 1
Homework chapters 17 and 18
Chapter 17: Community Structure
1. Describe how a line transect can be used to describe an ecotone in a community.
2. Explain what a rank abundance curve can tell us about communities?
3. Explain why a majority of ecosystems are most species rich at moderate productivity levels rather than at very low or very high productivity?
4. Explain why more diverse habitats (Fig. 17.13) (habitat heterogeneity) leads to higher diversity values of animal species?
5. How do trophic guilds reduce competition and aid in niche separation?
Chapter 18:
1. How do pioneer species facilitate future species of succession?
2. What stage of succession would you expect the highest animal diversity? Explain whyY?
3. Explain why species that occur early in succession would have a large number of small-wind driven seeds that can be viable for many years, as well as fast shoot growth, and low shade tolerance?
4. How do facilitation and inhibition change the pace of succession and or communities that develop during succession?
5. How can fire frequency or animal grazing intensity contribute to alternative stable states in an ecosystem?
.
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Keynesian economics addresses economic problems by having governments and central banks intervene to influence aggregate demand through fiscal and monetary policy. It responds to economic downturns by advocating for increased government spending and lower interest rates to stimulate demand. Important details include that governments should run deficits during recessions and surpluses during booms, and that proper understanding requires considering factors like inflation, unemployment, and business cycles.
journal the petty cash entry Petty Cash with Change in Fund Balance.docx
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Petty Cash with Change in Fund Balance Songbird Inc. maintains a petty cash fund with a balance of $2 , 900 . During the month of September, Songbird's employees made routine expenses using cash from the petty cash fund totaling $1 , 460 . At the end of September, Songbird repienishes the petty cash account, but it also decides to increase the fund baiance to $3 , 600 . Songbird classifies all petty cash transactions as miscellaneous cxpense. Requlred: What entry is made to record this activity? If an amount box does not require an entry, leave it blank.
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John and Jane are married- The probability that John watches a certain (1).docx
John and Jane are married. The probability that John watches a certain television show is 0.4. The probability that Jane watches the show is 0.6. The probability that John watches the show, given that Jane does, is 0.4 . (a) Find the probability that both John and Jane watch the show. (Round your answer to 2 decimal places.) (b) Find the probability that Jane watches the show. given that John does. (Round your answer to 3 decimal places.) (c) Do John and Jane watch the show independently of each other? Yes No
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Jessica is 74 years old and needs to go to the hospital every week to.docx
Jessica is 74 years old and needs to go to the hospital every week to treat Arthritis. Jessica is living with joint pain, swelling, and damage fo her weight-bearing joint caused by Arthritis. Have mobility issues that affect her ability to work and perform common daily tasks, such as climbing stairs, walking, kneeling, grooming. cleaning and houseworki Jessicis is widowed with four children, one of whom lives at hame: with her in their original family home in a small city in northem Alberta. Two of Jessica's children live within a three-hour drive from her, and one lives a four-hour flight away. She also has 8 grandchildren and one great-grandchild. Jessica communicates with her grandchildren by telophone and skype using her ipad. Jessica describes herself as a non-smoker, but she smoked socially in her early: twenties for about five years. Jessica spends her time socialiang at her local community center with her friends, and she likes to play Bingo. At home, she enjoys Watching Netflix and playing =Solitaire and Scrabbie with fricnds on her iPad. Today, When jessica comes to the haspital for follow-up-treatment. she expresses. concems related to her low firancial status aind advancing age and how the is becoming more forgetful, painful, and less energetic. She often feels alone but is grateful to hove the company of Trixe and the few friends stle fas ieft who ano still alive. She vocrins about fatling and being urablo to alet anyone to rescue het: Driving is becoming hard for her, and she finis gotting to the hospital and picking up tier medications more and more chollenging especialily now that she doesn't hove hier family doctor anymore and neceds to go to the wovein elinic?
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John is playing a game and on a certain day he does not know any of th.docx
John is playing a game and on a certain day he does not know any of the answers so he answers randomly. The game consists of answering 10 multiple-choice questions (4 choices). Let X be the number of questions answered correctly, find: distribution function, cumulative distribution function, mean, variance, standard deviation, confidence interval and interpret the results. If it is known that to win you must answer at least 7 questions right, what is the probability that you will win?
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