Sure, let's determine whether the cubes of each of the given numbers are even or odd.
1. Step-by-step explanation:
a. 570:
- 570 is an even number.
- The cube of an even number is always even.
- Therefore, the cube of 570 is even.
b. 3729:
- 3729 is an odd number.
- The cube of an odd number is always odd.
- Therefore, the cube of 3729 is odd.
c. 72493:
- 72493 is an odd number.
- The cube of an odd number is always odd.
- Therefore, the cube of 72493 is odd.
d. 64725811:
- 64725811 is an odd number.
- The cube of an odd number is always odd.
- Therefore, the cube of 64725811 is odd.
e. 467198:
- 467198 is an even number.
- The cube of an even number is always even.
- Therefore, the cube of 467198 is even.
f. 5641545:
- 5641545 is an odd number.
- The cube of an odd number is always odd.
- Therefore, the cube of 5641545 is odd.
g. 38472:
- 38472 is an even number.
- The cube of an even number is always even.
- Therefore, the cube of 38472 is even.
h. 1364:
- 1364 is an even number.
- The cube of an even number is always even.
- Therefore, the cube of 1364 is even.
i. 24876:
- 24876 is an even number.
- The cube of an even number is always even.
- Therefore, the cube of 24876 is even.
j. 3507:
- 3507 is an odd number.
- The cube of an odd number is always odd.
- Therefore, the cube of 3507 is odd.
2. Summary:
a. The cube of 570 is even.
b. The cube of 3729 is odd.
c. The cube of 72493 is odd.
d. The cube of 64725811 is odd.
e. The cube of 467198 is even.
f. The cube of 5641545 is odd.
g. The cube of 38472 is even.
h. The cube of 1364 is even.
i. The cube of 24876 is even.
j. The cube of 3507 is odd.
