due in 8 hours........ must have done in 8 hours no late work do the following: based on philosophy The Recipe (Instructions): Give the analytical definition of "mayonnaise." It's easier than you might think, but search the Internet! Describe the latitude in the types of products that can count as mayonnaise in light of this analysis of what mayonnaise is. In doing this, use the language of necessary and sufficient conditions . Give examples if you can. (To be clear, I am assessing for whether you understand the role that necessary conditions, and sufficient conditions, play in the role of giving an analysis of a definiendum.) Create your own neologism and write it into your response . Do not include its definition. A fun way to do this is to think in terms of portmanteaus . Portmanteaus are single words that are the result of fusing portions of two others. For example (this is my example, so make up your own - we want 100% individual originality here!), consider a shelt . While you won't be giving us the definition of your own neologism right away, I will spill the beans - metaphorically speaking - about what I mean by mine: It's a really thick belt that I am also able to use to provide me with shade. So: shade + belt = shelt. There's my neologism! (That took about 10 seconds to come up with. Do you think I could market these?!) Explain the strengths and weaknesses of stipulative definitions , and link this discussion to your own neologism. ___________________________________________________________________________________ information that can be helpful Analytical definitions are the definitions most commonly prized by mathematicians and Western philosophers and scientists. The reason is that these definitions state the necessary and sufficient conditions (Links to an external site.) for the definiendum – that is, they do precisely what ostensive definitions inherently fail to do. In the West, their strength has often been thought to be that if you have given a genuine analytical definition of a concept, then by the same token, you guarantee genuine understanding of the definiendum. In other words, to successfully analyze a concept, is (at least by Western standards) to have knowledge of the definiendum. Ask yourself if knowing something is always a matter of “breaking a thing down” into its parts. ( For skepticism about this so-called "Western Assumption," see Australian philosopher Frank Jackson's article, "The Qualia Problem." The weaknesses of such definitions are that they are extraordinarily hard to arrive at, and even if you do, one might wonder how you would know that you had done so! (John Rawls, a well-known political philosopher, tried to give an analysis of justice in his famous book published in 1971, A Theory of Justice (Links to an external site.) . Check out the link to see how many pages it took him to do so!) This idea, or ideal, of analysis is manifest in the .