An integer is defined as a number which is complete in itself or which is not a fraction or decimal.

You are watching: Which set does not contain –3?

Hence -3 is an integer.

The set of Whole numbers is defined as the set of values in But there should not be any fraction or decimal number in the interval.

Hence -3 is not a whole Number.

As we know that a rational number is defined as the set of values which can be written in form, where Hence -3 is a rational number.

Hence correct option is C

the answer is D or the forth option

Step-by-step explanation:

the set of all rational numbers

the set of all whole numbers

hope this helps!

the set of whole number since it is defined as positive integers + zero

Hey there!A real number is any number that is rational, including integers and natural numbers. A rational number is any number that can be written as a ratio or isn"t a square root of a number. An integer is any whole number (not including fractions) that exists, negative or positive. A whole number is the same as an integer except it only includes positive numbers. Since a set of whole numbers wouldn"t be able to include any negative numbers, your answer would be your fourth option. Hope this helped you out! :-)
The set of all whole numbers does not contain -3
The set of whole number since it is defined as positive integers + zero
Where is the sets!?!?!?

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