Through Assignment 10 Tomorrow Test on Chap 1 Day 11 ......GEOMETRY DAY 11 Deductive Reasoning Sept...

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GEOMETRY DAY 11 Deductive Reasoning Sept 17 w_comments.notebook 1 September 17, 2018 Assignment Due Today: #9 Conditional stmnt. pp. 8587 14,16,21,22,2429,32,34,3841,42,44,46,50,52,56 And practice C, Challenge and Problem solve. Assignment Due Next time: #10. Deductive Reasoning pp.9193 9,10,1518,20,23,27,28 *HRPHWU\ 'D\ 021'$< 6HSW Test Tomorrow on Chap 1 Through Assignment 10

Transcript of Through Assignment 10 Tomorrow Test on Chap 1 Day 11 ......GEOMETRY DAY 11 Deductive Reasoning Sept...

Page 1: Through Assignment 10 Tomorrow Test on Chap 1 Day 11 ......GEOMETRY DAY 11 Deductive Reasoning Sept 17 w_comments.notebook 1 September 17, 2018 Assignment Due Today: #9 Conditional

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September 17, 2018

Assignment Due Today: #9 Conditional stmnt.   pp. 85­87  14,16,21,22,24­29,32,34,38­41,42,44,46,50,52,56And practice C, Challenge and Problem solve. 

Assignment Due Next time: #10. Deductive Reasoning pp.91­93  9,10,15­18,20,23,27,28

GeometryDay 11 MONDAY

Sept 17Test Tomorrow on Chap 1

Through Assignment 10

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If not P, then TIf not M, then not TIf  P, then not Q If A, then RIf R, then not M

Given the following, what conclusion can you draw if Q happens

If q, then ~PIf ~p, then TIf T, then MIf M, then ~RIf ~R, then ~A

Conlusion::  So If Q happens then A does not happen!  Use contrapositive to solve this!

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 #9 Conditional stmnt.   pp. 85­87  14,16,21,22,24­29,32,34,38­41,42,44,46,50,52,56

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Your test is tomorrow.  

It is on Assignments 1 through 10.

You must know how to find the area and perimeter (circumference) of triangles, rectangle and circles as a base knowledge.  In other words, whether it comes up in class specifically or not, it is fair game on tests and quizzes.  

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*******

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Answer on next slide... be careful!

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Answer on next slide

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This is HUGE!!!!!

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True!  It is valid

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Biconditional

A biconditional statement is defined to be true whenever both parts have the same truth value. The biconditional operator is denoted by a double­headed arrow . The biconditional pq represents "p if and only if q," where p is a hypothesis and q is a conclusion. The following is a truth table for biconditional pq.

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