Conditional Statements

Write the ]inverse statement for the following conditional statement:

If the shape is a triangle, then the sum of the internal angles is $180$ degrees. 

Write the ]inverse statement for the following conditional statement:

If you win the race then you will get a prize.

Which of the following statements is biconditional?

Which of the following is a negation of $m?$

$r:$ You give me twenty dollars.

$s:$ I will be your best friend.

What is the truth value of $r\to s$ when the hypothesis is false and the conclusion is true?

$r:$ You give me twenty dollars.

$s:$ I will be your best friend.

Which of the following statements represents, "If you give me twenty dollars, then I will be your best friend"?

If $a: y-6=10$

$b: y=16$

The biconditional $a\leftrightarrow b$ represents which of the following.

If $a: y-6=9$

$b: y=15$

The biconditional $a\leftrightarrow b$ represents which of the following.

Write the below conditional statement in converse condition.

"If Cliff is thirsty, then she drinks water" is a conditional.

If $a: x$ is prime

$b: x$ is odd

What is the truth value of $a\to b$ when $x=9?$

If $a: x$ is prime

$b: x$ is odd

What is the truth value of $a\to b$ when $x=2?$

Which of the following statement represents," If you give me twenty dollars, then I will be your best friend"?

$r:$ You give me twenty dollars

$s:$ I will be your best friend

Which of the following is a conditional statement?

What is the conclusion in the given conditional statement : $\forall x\in Z$ if $x>0$ then $x\in N$?

What is the hypothesis in the given conditional statement : $\forall x\in R$ if $x^2\in Z$ then $x\in Z$?

What is the hypothesis in the given conditional statement "$\forall x\in Z$ if $x>0$, then $x\in N$"?

What is the hypothesis in the conditional statement 'if $x=2;$ then $x^2=4$'?

The contrapositive statement of "If she works, she will earn money" is