Chapter 2 - Lesson 2 Flashcards
Conditional Statement
A statement that is written in if-then form.
Ex: If today is Friday, then tomorrow is Saturday.
Hypothesis
The phrase following word if.
Conclusion
The phrase following word then.
(Identity p and q)
If the forecast is rain, then I will bring an umbrella.
p = Forecast is rain. q = I will bring an umbrella.
(Identity p and q)
A number is divisible by 10 if its last digit is 0.
p = A number is divisible by 10. q = Its last digit is 0.
(Write in if-then form)
A mammal is a warm-blooded animal.
If an animal is warm-blooded, then it is a mammal.
(Write in if-then form)
Verticle angles share a vertex.
If the angles are vertical, then they will share a vertex.
(Write in if-then form)
The day after Monday is Tuesday.
If the day is Monday, then tomorrow is Tuesday.
(Write in if-then form)
The sum of the measures of two supplementary angles is 180 degrees.
If the angle measures 180 degrees, then it’s a supplementary angle.
(True or False)
If a woman is German, she is European.
True
(True or False)
If a number is divisible by 3, then it is odd.
False
What does ~ mean?
“not p” or not or opposite
Conditional
p–>q - If p, then q.
Converse (Flip)
q–>p - If q, then p
Inverse
~p–> ~q - If not p, then not q.
