MATHEMATICS Q2

What statement is the logically equivalent to inverse statement?

• Converse statement

• Inverse statement

• Conditional statement

• Contrapositive statement

Find the equivalent of the inverse statement of, "If you are

exam, not a lawyer, then you did not pass the Bar exam."

• If you are a lawyer, then you passed the bar exam

• If you did not passed the bar exam, then you are not a lawyer

• If you passed the bar exam, then you are a lawyer

What is the equivalent of the converse statement, "If you live in Imus, then you are in Cavite."?

• If you are not in cavite, then you are not in imus

• If you are in cavite, then you live in imus

• If you are not in imus, then you are not in cavite

What is the equivalent of converse statement, "If I love you, then I care for you."

• If i care for you then i dont love you

• If i dont love you, then i dont care for you

• If i dont care for you, then i dont love you

What is the equivalent statement of, "If two planes intersect, then their intersection is a line."?

• If the intersection is not a line, then the two planes does not intersect

• If the intersection is a line, then the two planes intersect

• If the two planes does not intersect, then their intersection is not a line

Find the equivalent statement of "If you have a good study habits, then you will get good grades".

• If you will get good grades, then you have a good study habits

• I you will not get good grades, then you dont have a good study habits

• If you dont have good study habits, then you will not get good grades

Find the contrapositive of the statement, "If there is no more COVID 19, then we can go to school."

• If we cannot go to school, then there is COVID 19

• If we can go to school, then there is no more COVID 19

• If there is COVID 19, then we cannot go to school

What is the contrapositive of the statement "if YOU, then

ME"

• If me, then you

• If not you, then not me

• If not me, then not you

What is the inverse of the conditional statement," If an animal has hair, then it is a mammal."

• If it is not a mammal, then the animal doesn't have hair

• If it is a mammal, then the animal have hair

• If an animal doesn't have hair, then it is not a mammal

Find the inverse of the conditional statement, "If angles form a linear pair, then they are supplementary".

• If it is not a supplementary, then angles does not form a linear pair

• If angles does not form a linear pair, then they are not supplementary

• If it is a supplementary, then angles form a linear pair