Conditional Statements Practice

Worksheet by Deena Melvin
Conditional Statements Practice worksheet preview image
Subjects
Math
Grades
10 , 9
Language
ENG
Assignments
14 classrooms used this worksheet

INVERSE Please match the inverse of each to the conditional statement. If it is sunny, then it's hot outside. If it is not sunny, then it is not hot outside. If it is hot outside, then it is sunny. If it is not hot outside, then it is not sunny. If I study, then I will get an A. If I don't study, then I will not get an A. If I get an A, then I must have studied. If I don't get an A, then I must not have studied. Converse Match each conditional statement with it's converse. If I am tired, then I should sleep. If I should sleep, then I am tired. If I sleep, then I am not tired. If I am not tired, then I did sleep. If I am hungry, then I should eat. If I should eat, then I am hungry. If it eat, then the food is good. If the food is good, then I should eat. Which statement is the contrapositive for "If you like to read, then you go to the library." If you go to the library, then you like to read. If you don't like to read, then you don't go to the library. If you don't go to the library, then you don't like to read. Which statement is the contrapositive for "If you like ice cream, then you go to Fritz's." If you don't go to Fritz's, then you don't like ice cream. If you don't like ice cream, then you don't go to Fritz's. If you go to Fritz's, then you like ice cream. Which statement is the contrapositive for "If you back talk, then you get grounded." If you don't back talk, then you don't get grounded. If you don't get grounded, then you don't back talk. If you get grounded, then you back talked. Fill in the blanks to make each statement. Conditional Statement: If you build it, then they will come.Converse: If they come, then you built it.Inverse: If you did not build it, then they did not come.Contrapositive: If they did not come, then you did not build it. Figure out if you were given the converse, inverse, or contrapositive. Conditional Statement: If your phone is off and away, then it will not be taken.Inverse: If your phone is not off and away, then it will be taken.Contrapositive: If your phone is taken, then you did not have it off and away.Converse: If your phone is not taken, then you had it off and away.

#logic #balady #conditionalstatements
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