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Given the statement, “If two angles are vertical angles then the two angles are congruent,” what is the statement’s contrapositive?
If two angles are congruent then the two angles are vertical angles
If two angles are not vertical angles then the two angles are not congruent
If two angles are not congruent then the two angles are not vertical angles
Given the statement, “If it will be sunny outside then I will attend the meeting,” what is the statement’s contrapositive?
If I attend the meeting then it will be sunny outside
If it will not be sunny outside then I will not attend the meeting
If I don't attend the meeting then it will not be sunny outside
Given the statement, “If a quadrilateral has four right angles then the quadrilateral is a square,” what is the statement’s contrapositive?
If the quadrilateral is a square then the quadrilateral has four right angles
If a quadrilateral does not have four right angles then the quadrilateral is not a square
If the quadrilateral is not a square then the quadrilateral does not have four right angles
Given the statement, “If the sum of two angles is 180 degrees then the angles are supplementary,” what is the statement’s contrapositive?
If the angles are supplementary then the sum of two angles is 180 degrees
If the angles are not supplementary then the sum of two angles is not 180 degrees
If the sum of two angles is not 180 degrees then the angles are not supplementary
Given the statement, “If 3 is an odd number then 3 is a prime number,” what is the statement’s contrapositive?
If 3 is a prime number then 3 is an odd number
If 3 is not an odd number then 3 is not a prime number
If 3 is not a prime number then 3 is not an odd number
Given the statement, “If the sum of 2 and 3 is 5 then 5 is an odd number,” what is the statement’s contrapositive?
If 5 is an odd number then the sum of 2 and 3 is 5
If the sum of 2 and 3 is not 5 then 5 is not an odd number
If 5 is an not odd number then the sum of 2 and 3 is not 5
Given the statement, “If an angle is right then the angle measures 90 degrees,” what is the statement’s contrapositive?
If the angle doesn't measure 90 degrees then the angle is not right
If an angle is not right then the angle does not measure 90 degrees
If the angle measures 90 degrees then the angle is right
Given the statement, “If an angle is straight then the angle measures 180 degrees,” what is the statement’s contrapositive?
If the angle measures 180 degrees then the angle is straight
If an angle is not straight then the angle does not measure 180 degrees
If the angle does not measure 180 degrees then the angle is not straight
Given the statement, “If 4 is an even number then 4 is divisible by 2,” what is the statement’s converse?
If 4 is divisible by 2 then 4 is an even number
If 4 is not divisible by 2 then 4 is not an even number
If 4 is an not even number then 4 is not divisible by 2
Given the statement, “If the sum of two angles is 90 degrees then the angles are complementary,” what is the statement’s contrapositive?
If the angles are complementary then the sum of two angles is 90 degrees
If the sum of two angles is not 90 degrees then the angles are not complementary
If the angles are not complementary then the sum of two angles is not 90 degrees
It is done.