Geometry

posted by .

Hello, can someone help me with the following? I don't quite understand it

'Write the hypothesis, the conclusion, and the converse of the conditional statement'

If <R is a straight angle, then m>R =180

Hypothesis_________

Conclusion_________

Converse___________

Thanks in advance.

Respond to this Question

First Name
School Subject
Your Answer

Similar Questions

  1. Geometry

    Tell whether each statement is true or false. Then write the converse and tell whether it is true or false. 28. P is the midpoint of segment GH implies that GH = 2PG I have this so far. p (hypothesis): P is the midpoint of segment …
  2. Geometry

    1) Draw a valid conclusion if possible: Parallel lines do not intersect If lines do not intersect, then they have no points in common. **can this logical argument be identified by name?
  3. Math

    Part 1: Write two conditional statements for which the converse is true. 1. Statement: 2. Converse: 3. Statement: 4. Converse: Part 2: Write two conditional statements for which the converse is false. 5. Statement: 6. Converse: 7. …
  4. Geometry

    Can you tell em if this is right? If not, can you tell me what words go where?
  5. math

    Part 1: Write two conditional statements for which the converse is true. 1. Statement: 2. Converse: 3. Statement: 4. Converse: Part 2: Write two conditional statements for which the converse is false. 5. Statement: 6. Converse: 7. …
  6. Geometry

    Write the converse of the following true conditional statement. If the converse is false write a counter example. My answer If a < 15 the a < 10 false counter example a = 12 and a > 10
  7. Geometry

    1.Which choice shows a true conditional with a correctly identified hypothesis and conclusion?
  8. Geometry plz help

    1.Which choice shows a true conditional with a correctly identified hypothesis and conclusion?
  9. Geometry

    1) What are the converse, inverse, and contrapositive of the statement?
  10. Geometry

    If a conditional and its converse are always true, then the statement is a a. converse. b. conditional. c. biconditional. d. counterexample. I am trying to do some geometry and haven't taken it in a while so can someone please help?

More Similar Questions