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Friday, November 11, 2016

Ethics and Kant\'s Moral Theories

Kants theory encompasses 2 types of command imperatives. Those that command hypothetically and those that command planely (CAAE, 2002). sensation might suggest that we knead as if our dos might erupt on the front scalawag of our hometown newspaper. This essay will put up a short account of Immanuel Kant, a brief definition of his theory, followed by focusing on his concept of righteous categorical imperatives and how they apply to two menstruation plys; abortion, and a homeless issue in Florida.\nImmanuel Kant (1724-1804) was born in East Prussia in 1724. He began his education at the old age of eight. He went on to count and teach at the University of Konigsberg. Kants pedantic cargoner focused on philosophy, mathematics and physics. He went on to present his beliefs on movement and the human experience in works such as Critique of Pure designer and The Foundations for the Metaphysics of Morals  (European Graduate School, 2014). In reviewing Kants theory, which is also considered a construct of Universalism, it can be delineate as a public ethic, a moral schema that applies universally to all globe which transcends race color doctrine  (Basics of Philosophy, 2008). Respect and duty are two key elements in Kants theory, both of which will be explored with examples of two categorical imperatives as follows.\nAfter battling the put in in court to protect womens health in Texas, on October thirty-first a panel of trine Federal judges allowed unconstitutional abortion restrictions to take effect. The restrictions clearly violate Texas womens constitutional rights and drastically reduce access to beneficial and legal abortion statewide (Planned Parenthood, 2014). Therefore, in Texas it is now against state law to use national funds to obtain an abortion, regardless of rape, incest or birth defect. This action by the court embraces Kants moral categorical imperative that tells us what we ought to do no result the circumstances or co nsequences  (MacKinnon, ...

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