Let p and q be statements. Identify the truth table for q → p.



✔ If you are not human, then you were not born on Earth.If you are human, then you were born on Earth.If you were not born on Earth, then you are not human.If you were born on Earth, then you are not human.
If you were not born on Earth, then you are not human.✔ If you were born on Earth, then you are human.If you are human, then you were not born on Earth.If you were born on Earth, then you are not human.
Yes, because all humans were born on Earth.Yes, because there are nonhuman creatures on Earth.No, because all humans were born on Earth.✔ No, because there are nonhuman creatures on Earth.
Let n be an integer in the conditional statement below.If the last digit of n is zero, then n is divisible by five.
"The last digit of n is zero."✔ "n is divisible by five.""If n""Then n"
✔ "If n is divisible by five, the the last digit of n is zero.""If the last digit of n is zero, then n is divisible by five.""If the last digit of n is not zero, then n is not divisible by five.""If n is not divisible by five, then the last digit of n is not zero."
"If n is divisible by five, then it ends in zero.""If the last digit of n is zero, then n is divisble by five.""If the last digit of n is not zero then n is not divisble by five."✔ "If n is not divisble by five, then n does not end in zero."
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