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Michal Kreiselman

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Conditional Statement

Make a conditional statement from a given fact using word tiles. Use both symbolic form and standard English form.

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Assessment Questions (4):

Identify the hypothesis and conclusion of the following conditional statement: "If it rains, then I will not play golf."
- A. Hypothesis: "It rains." Conclusion: "I will not play golf."
- B. Hypothesis: "It does not rain." Conclusion: "I will play golf."
- C. Hypothesis: "I will not play golf." Conclusion: "It rains."
- D. Hypothesis: "I will not." Conclusion: "Play golf."
Choose the conditional statement that is equivalent to this sentence: "Tigers have stripes."
- A. If an animal has stripes, then it is a tiger.
- B. If tigers have stripes, then zebras have stripes.
- C. If an animal is a tiger, then it has stripes.
- D. If an animal is not a tiger, then it does not have stripes.
Choose the statement that is the converse of this conditional: "If the weather is sunny, then I feel better."
- A. If the weather is not sunny, then I do not feel better.
- B. If the weather is not sunny, then I feel better.
- C. If I do not feel better, then the weather is not sunny.
- D. If I feel better, then the weather is sunny.
Choose the statement that is true and has a converse that is also true.
- A. If a line has the equation y = 3x + 2, then the slope of the line is 3.
- B. If x² = 100, then x = 10.
- C. If x − 1 = 8, then x = 9.
- D. If an angle measures 45 degrees, then the angle is acute.

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