If you live in dallas then you live in texas

Isn't it obvious? DALLAS (TX) is the best place to call home!

This note book would make a great idea for many different occasions such as birthdays, Christmas, anniversaries, work gifts, etc. It contains large 8.5'' x 11'' dimensions giving you plenty of writing space.

There are 106 pages of lined paper inside and custom-made cover art.

Just a few of the functions that the note book could fulfil includes:

• Creative writing
• To-do lists
• Work notes
• Shopping lists
• Reminders and events
• Scrap booking
• Admin
• Journaling
• Recipes

Thank you very much for your time, and we hope you are happy with the note book!

Video Transcript

Hi then we are given the conditional statement. If you live in Dallas then you live in texas. We want to write the inverse contra contra positive. And by condition of this conditional statement in this. If then statement we have hypothesis, let's call it B his dad, You live in Dallas. And the conclusion let's call it Q. Is that you live in excess. Then the inverse of the conditional statement takes negation of both be in and cute. So we will get if yo do not live in Dallas then you too not live and texas no the truth value of the statement this fault because since Dallas is a city in texas could live if you do not live in Dallas, you could live in another city in texas four. This is false. Now we have converse no a converse of a conditional statement interchanges the hypothesis and the conclusion that is Isabella like Q. In place be. So our statement will be if you live in texas then you live and Dallas. No. The truth value of the statement is fault. Again, the similar argument will hold that you could live in another city in texas. It is not necessary that if you live in texas you live in Dallas no Quantrill positive. It interchanges the hypothesis and the conclusion of the inverse practice negation of Q implies negation of P. So at one contra positive statement will be if you do not live in texas. Well then you do not. I live in Dallas. And the truth value of this treatment, it's true. If you are not living in texas, you cannot live in the city that doesn't text us next. We have by conditional. Now the by conditional is a combination of the conditional and the converse that dish B is true if and only if Q is true. So our statement will be You live in Dallas. Yes and only. Yes. You live in texas. Now the truth value of the statement is false. Since the converse statement is false. Thank you.

Inverse: If you don’t live in Dallas, then you don’tlive in Texas. False; you could live in Austin.Contrapositive: If you don’t live in Texas, then youdon’t live in Dallas; true.41.Converse: If you are in good shape, then youexercise regularly; true.Inverse: If you do not exercise regularly, then youare not in good shape; true.Contrapositive: If you are not in good shape, thenyou do not exercise regularly. False; an ill personmay exercise a lot, but still not be in good shape.42.Conditional: If two angles are complementary,then their sum is 90.Converse: If the sum of two angles is 90, thenthey are complementary; true.Inverse: If two angles are not complementary,then their sum is not 90; true.Contrapositive: If the sum of two angles is not 90,then they are not complementary; true.43.Conditional: If a figure is a rectangle, then it is aquadrilateral.Converse: If a figure is a quadrilateral, then it isa rectangle. False; it could be a rhombus.Inverse: If a figure is not a rectangle, then it isnot a quadrilateral. False; it could be a rhombus.Contrapositive: If a figure is not a quadrilateral,then it is not a rectangle; true.44.Conditional: If an angle is a right angle, then itsmeasure is 90.Converse: If an angle has a measure of 90, then itis a right angle; true.Inverse: If an angle is not a right angle, then itsmeasure is not 90; true.