Property of integration

This assignment is graded for completeness. If you reply to this discussion and reply to one classmate keeping the guidelines above in mind you will receive credit for this assignment. I will read all posts after the assignment due date. I will reply to any posts containing unanswered questions at that time. Requirements: .doc file Determine what makes a solution well-written and organized Derive and apply properties of integration Read Dr. Francis Sus article on writing mathematics. (Links to an external site.) (Links to an external site.)Read this essay by Dr. Cheng on how to write proofs Reply to this discussion with your thoughts on this article. Here are some guidelines:Your reply should aim to help you and other students gain deeper understanding of the points in the articleYou could try to apply the suggestions in either article and present a solution to a math problem (not to an assigned problem for this class)You could ask a question that came up for you while reading these articlesDo you agree with all of Dr. Sus guidelines? Or Dr. Chengs? Do you want to share a different opinion?Do you have another suggestion for writing math solutions that you want to add?Can you apply either set up guidelines to present a proof of a property of integration?Make sure to add something to this discussion. In other words try not to just reiterate what the article states.Keep in mind our Netiquette guidelines Your reply should aim to help you and other students gain deeper understanding of the points in the article You could try to apply the suggestions in either article and present a solution to a math problem (not to an assigned problem for this class) You could ask a question that came up for you while reading these articles Do you agree with all of Dr. Sus guidelines? Or Dr. Chengs? Do you want to share a different opinion? Do you have another suggestion for writing math solutions that you want to add? Can you apply either set up guidelines to present a proof of a property of integration? Make sure to add something to this discussion. In other words try not to just reiterate what the article states. Keep in mind our Netiquette guidelines Reply to at least one classmate. Here are some guidelines for your reply:Again try to add a new thought to this discussion rather than just re-phrasing what someone else stated.If you think someone made a good point let them know! Just make sure to also reply with your thoughts in addition to this compliment. Again try to add a new thought to this discussion rather than just re-phrasing what someone else stated. If you think someone made a good point let them know! Just make sure to also reply with your thoughts in addition to this compliment. Read Dr. Francis Sus article on writing mathematics. (Links to an external site.)(Links to an external site.)Read this essay by Dr. Cheng on how to write proofsReply to this discussion with your thoughts on this article. Here are some guidelines:Your reply should aim to help you and other students gain deeper understanding of the points in the articleYou could try to apply the suggestions in either article and present a solution to a math problem (not to an assigned problem for this class)You could ask a question that came up for you while reading these articlesDo you agree with all of Dr. Sus guidelines? Or Dr. Chengs? Do you want to share a different opinion?Do you have another suggestion for writing math solutions that you want to add?Can you apply either set up guidelines to present a proof of a property of integration?Make sure to add something to this discussion. In other words try not to just reiterate what the article states.Keep in mind our Netiquette guidelinesReply to at least one classmate. Here are some guidelines for your reply:Again try to add a new thought to this discussion rather than just re-phrasing what someone else stated.If you think someone made a good point let them know! Just make sure to also reply with your thoughts in addition to this compliment.