1. Bell Ringer CODE RED What are the coordinates of M and N?
What is the length of MN?
If R is a midpoint of TY, what is the y-coordinate of Y?
BONUS: At what point do lines TR and AP intersect?

2. CODE YELLOW – check your answers
CODE RED – EXIT TICKET
CODE YELLOW – check your answers
Correct your quiz! if correct, circle if wrong D C A B +1 C D 14 65 24 -2

3. CODE YELLOW – more questions?

4. CODE YELLOW – more questions?

5. CODE YELLOW – more questions?

6. CODE YELLOW – more questions?

7. CODE YELLOW – more questions?

8. CODE YELLOW – more questions?

9. CODE YELLOW – more questions?

10. CODE YELLOW – more questions?

11. Correct your answers: CODE GREEN For the ones you got wrong:
See if you can determine your mistake
Write a sentence describing the mistake
Ask your neighbor for help
For the ones you got right:
GOOD JOB
Help someone around you

12. CODE YELLOW: Conditional Statements
A conditional statement has a hypothesis (if) and a conclusion (then).
Example:
If today is Monday, then tomorrow is Tuesday.
HYPOTHESIS
CONCLUSION

13. The converse of a statement the hypothesis and the conclusion.
CODE YELLOW: Conditional Statements
The converse of a statement the hypothesis and the conclusion.
switches
Original (Don’t Write This):
If today is Monday, then tomorrow is Tuesday.
CONCLUSION
HYPOTHESIS
Example (write this):
If tomorrow is Tuesday, then today is Monday.
CONCLUSION
HYPOTHESIS

14. CODE YELLOW: Conditional Statements
The inverse of a statement the hypothesis and conclusion.
negates
Original (Don’t Write this):
If today is Monday, then tomorrow is Tuesday.
CONCLUSION
HYPOTHESIS
Example (Write this): .
If today is not Monday, then tomorrow not is Tuesday.

15. CODE GREEN: Conditional Statements CODE YELLOW: Conditional Statements
What is the converse of the following statement?
If we are at Miami Norland SHS, we are in Miami Gardens.

16. CODE GREEN: Conditional Statements CODE YELLOW: Conditional Statements
What is the inverse of the following statement?
If two angles form a linear pair, then they are supplementary.

17. CODE GREEN: Conditional Statements CODE YELLOW: Conditional Statements
What is the converse of the following statement?
If the polygon has three sides, then the polygon is a triangle.

18. CODE YELLOW: Conditional Statements

19. If two angles are consecutive, then they are supplementary.
CODE RED: Exit Ticket
If two angles are consecutive, then they are supplementary.
3. What is the converse of the following statement:
If a figure is a rectangle, then the figure has four sides.
If a figure has four sides, then the figure is a rectangle.
If a figure is a rectangle, then the figure does not have four sides.
If the figure is NOT a rectangle, then the figure does NOT have four sides.
If a figure does NOT have four sides, then the figure is NOT a rectangle.
1. Write the inverse of the statement above.
2. Write the converse of the statement above.