Answer:
Explanation:
It comes from pre-algebra
1. Rachel’s prejudice violates the requirements of critical thinking because she didn’t even try to get to know his character and how he is as a person. She has stated that “heavy people tend to be lazy and dishonest.” 2.) her prejudice violates the requirements of critical thinking due to having an opinion about him from the get go. Her views wouldn’t have changed if he was a good or a bad person because of having assumptions like “she would not hire an overweight person or trust one.”
Answer:1.At that time, Ireland was in social conditions of overpopulation and uncontrolled poverty. These major issues in the economy of the country prompted Swift to write this satiric proposal.
2.A modern audience would become skeptical in a way that they will see this as an exaggerated means for a solution. However, they will also see the sense of it as they will compare it to the modern era of economic inconsistency and incapability.
3.The fourth could be considered the most sardonic as it greatly hits parents who cannot control themselves from reproducing but cannot produce a life for their child
4.The fourth could be considered the most sardonic as it greatly hits parents who cannot control themselves from reproducing but cannot produce a life for their child
5.Swift's purpose of using a provocative approach is to provoke and evoke emotions and in the process, elicit proper and feasible solutions from the audience.
6.Personally, I don't see it as as Swift's own belief but as his way of enlightening the audience on what is truly happening with women and families.
7.The word "proposal" is very catchy in a way that people always wanted to seek for solutions and ways to answer to a problem but are often tired and lazy to have their own ideas.
8.Swift hoped to bring about awareness and ignite the people to not just observe, but also take the necessary action to make their society a better place to live in.
Explanation: i used slader
It welcomes opportunities to deliver credentials for the provision of maintenance and maintenance management services
Answer: B (130)
Explanation:
A trapezoidal Riemann sum can be found by multiplying the width (the change in x) of each sub interval by the average of the y values of the two points at either end of the section and then adding up all of the sun intervals. Therefore, the trapezoidal approximation would equal 0.5(40) + 1.5(50) + 1(35) to get the answer of 130.