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Philosophical logic

A.P. U.S. Summer Assignment

Subject: 
US History
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Modal logic
Non-classical logic
Philosophical logic
Parashah

PART 1: TEXTBOOK Chapter 1: New World Beginnings *Identify and state the historical significance of the following: Christopher Columbus Renaissance Mestizo Treaty of Tordesillas Conquistador Giovanni da Verrrazano Iroquois Confederacy St. Augustine, Florida Ecosystem encomienda *Answer the following questions to the best of your ability citing specific references from your reading assignment (Each question should be about one page in length) 1. In what ways are the early (pre-1600) histories of Mexican and the present-day American Southwest understood differently now that the US is being so substantially affected by Mexican and Latin American immigration and culture? To what extent should this now be regarded as part of our American history?

SAT Essay Topics

Subject: 
English
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Articles
Branches of philosophy
Philosophy
Philosophy of science
Epistemology
Inductive reasoning
Philosophical logic
Philosophy of education
Reason
Scientific method
Essay
SAT

SAT Writing???? ???SAT??????? 1. Think carefully about the issue presented in the following excerpt and assignment below: (2005.3) We must seriously question the idea of majority rule. The majority grinned and jeered when Columbus said the world was round. The majority threw him into a dungeon for his discoveries. Where is the logic in the notion that the opinion held by a majority of people should have the power to influence our decisions? Adapted from James A. Reed, ?Majority Rule? Assignment: Is the opinion of the majority?in government or in any other circumstances?a poor guide? Plan

Conditional Statements

Subject: 
Geometry
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Logic
Logical connectives
Propositional calculus
Conditionals
Philosophical logic
Conditional statement
Philosophy
Negation
Technology
Human Interest

Conditional Statements Conditional Statement: (p(q): If you like to sprint, then you are on the Track & Field team. Converse: (q(p): If you are on the Track & Field team, then you like to sprint. Inverse (~p(~q): If you do not like to sprint, then you are not on the Track & Field team. Contrapositive (~q(~p): If you are not on the Track & Field team, then you do not like to sprint. Biconditional (p(q): If you like to sprint, if and only if you are on the Track & Field team. The biconditional statement is false. It is false because the conditional statement is false. A person could like to sprint, but that does not mean that they are on the Track & Field team.
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