QuestionFactoring numbers up to 100
Example: The factors of 18 ars and 11
List the factors for each number.
1) 82 288
3) 5 - 6
4) 47 4.8
7) 4 - 23
9) 33 (19) 93
11) 24 1232
13) 25 147
15926 148
17) 22 14) 40
17) 69 2435
Studdy Solution
STEP 1
1. We need to find all factors of each given number.
2. A factor is a whole number that divides another number without leaving a remainder.
STEP 2
1. Understand the concept of factors.
2. List factors for each number.
STEP 3
Understand that a factor of a number is any integer such that is an integer.
STEP 4
For each number, list all integers from to the number itself that divide the number without leaving a remainder.
- **Number 82**: Check divisibility from 1 to 82.
- Factors:
- **Number 5**: Check divisibility from 1 to 5.
- Factors:
- **Number 47**: Check divisibility from 1 to 47.
- Factors:
- **Number 4**: Check divisibility from 1 to 4.
- Factors:
- **Number 33**: Check divisibility from 1 to 33.
- Factors:
- **Number 24**: Check divisibility from 1 to 24.
- Factors:
- **Number 25**: Check divisibility from 1 to 25.
- Factors:
- **Number 26**: Check divisibility from 1 to 26.
- Factors:
- **Number 22**: Check divisibility from 1 to 22.
- Factors:
- **Number 69**: Check divisibility from 1 to 69.
- Factors:
- **Number 88**: Check divisibility from 1 to 88.
- Factors:
- **Number 6**: Check divisibility from 1 to 6.
- Factors:
- **Number 8**: Check divisibility from 1 to 8.
- Factors:
- **Number 23**: Check divisibility from 1 to 23.
- Factors:
- **Number 93**: Check divisibility from 1 to 93.
- Factors:
- **Number 32**: Check divisibility from 1 to 32.
- Factors:
- **Number 7**: Check divisibility from 1 to 7.
- Factors:
- **Number 83**: Check divisibility from 1 to 83.
- Factors:
- **Number 40**: Check divisibility from 1 to 40.
- Factors:
- **Number 35**: Check divisibility from 1 to 35.
- Factors:
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