Provide a real-life example of where you can see electromagnetic effects at work (excluding planetary auroras).
Define neighborhood effects and provide real life examples of neighborhood effects on children and/or families, in doing so, propose ways in which local churches can do to alleviate its adverse effects.
Provide a real-life example of how the confirmation bias can affect a decision-making process that can be important for your life. Explain the potential consequences if you do not apply critical thinking to that decision.
Can you tell me about ONE real life example where Logarithms are used? 300 words and cite your references.
share a real-life example where you find it difficult to determine which factors correlate and which are causes of an outcome. The outcome can be positive or negative outcomes.
Can you give an example in real life of a function that's been transformed?
Provide one real world example where hashing was used as a security measure. Be sure to provide a source to validate your example. After you have provided an example you are to answer two questions: 1: Why did hashing work as a security measure in this instance? 2: What could have been done to defeat the hashing by hackers?
3. Give (“a real life”) example of a market where you think the First Fundamental Theorem of Welfare Economics does not hold. Explain why it does not hold in this market
Explain the following inventory account and provide a real life example from three (3) different manufacturing companies: work-in-process inventory. (200 Words)
This week we will be studying probability. Give an example describing where you see a probability concept used in your life. For example, a recent power ball drawing had people buying lottery tickets for the first time. What is the probability that you will actually win the power ball? Our textbook uses the example of setting a password and what requirements you must have to insure that the password is secure. Do you see probability at work in other ways...
Problem 1 Provide a real life or a numerical example for cach of the following two cases: 1) A relation that is transitive but not complete. 2) relation that is (x)mplete but not transitive You need to first specify the universe for each of the erample.)