Question
Danielle says that her set of numbers are integers.
Left-brace negative 253, negative 45, negative 0.9, 0, 26 Right-brace
Danielle is wrong. Which explanation of why she is wrong is correct?
Danielle has included negative numbers. Negative numbers are not integers.
Danielle has included a decimal. Decimals are not integers.
Danielle included zero. Zero is not an integer.
Danielle included a positive number. Positive numbers are not integers.
Left-brace negative 253, negative 45, negative 0.9, 0, 26 Right-brace
Danielle is wrong. Which explanation of why she is wrong is correct?
Danielle has included negative numbers. Negative numbers are not integers.
Danielle has included a decimal. Decimals are not integers.
Danielle included zero. Zero is not an integer.
Danielle included a positive number. Positive numbers are not integers.
Answers
GPT-4o mini
The correct explanation of why Danielle is wrong is: **Danielle has included a decimal. Decimals are not integers.**
Integers are whole numbers that can be positive, negative, or zero, but they cannot include decimal or fractional parts. In her set of numbers, -0.9 is a decimal, which is why her set does not consist entirely of integers.
Integers are whole numbers that can be positive, negative, or zero, but they cannot include decimal or fractional parts. In her set of numbers, -0.9 is a decimal, which is why her set does not consist entirely of integers.