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Answer :
To determine which numbers are even, let's review the properties of even numbers. An even number is one that can be divided evenly by 2, meaning there's no remainder.
Now, let's go through each option:
- A. 29: Divide 29 by 2. The result is not a whole number, it leaves a remainder. So, 29 is not even.
- B. 63: Divide 63 by 2. The result is not a whole number, it leaves a remainder as well. So, 63 is not even.
- C. 4: Divide 4 by 2. The result is a whole number with no remainder (2), so 4 is even.
- D. 44: Divide 44 by 2. The result is a whole number with no remainder (22), so 44 is even.
- E. 52: Divide 52 by 2. The result is a whole number with no remainder (26), so 52 is even.
- F. 43: Divide 43 by 2. The result is not a whole number, it leaves a remainder. So, 43 is not even.
Based on this analysis, the numbers that are even are:
- C. 4
- D. 44
- E. 52
These are the numbers you should check as even.
Now, let's go through each option:
- A. 29: Divide 29 by 2. The result is not a whole number, it leaves a remainder. So, 29 is not even.
- B. 63: Divide 63 by 2. The result is not a whole number, it leaves a remainder as well. So, 63 is not even.
- C. 4: Divide 4 by 2. The result is a whole number with no remainder (2), so 4 is even.
- D. 44: Divide 44 by 2. The result is a whole number with no remainder (22), so 44 is even.
- E. 52: Divide 52 by 2. The result is a whole number with no remainder (26), so 52 is even.
- F. 43: Divide 43 by 2. The result is not a whole number, it leaves a remainder. So, 43 is not even.
Based on this analysis, the numbers that are even are:
- C. 4
- D. 44
- E. 52
These are the numbers you should check as even.
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