What are all the factors of 63?
Understand the Problem
The question is asking for all the factors of the number 63. To determine this, we will find all the numbers that can evenly divide 63 without leaving a remainder.
Answer
Answer for screen readers
Steps to Solve
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Identify the number to factor We need to factor the number 63.
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Find the factors of 63 To find the factors, we will check all numbers starting from 1 up to 63 to see which ones divide evenly into 63.
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Testing divisibility Let's test each number by dividing 63 by the current number:
- $63 \div 1 = 63$ (factor)
- $63 \div 2 = 31.5$ (not a factor)
- $63 \div 3 = 21$ (factor)
- $63 \div 4 = 15.75$ (not a factor)
- $63 \div 5 = 12.6$ (not a factor)
- $63 \div 6 = 10.5$ (not a factor)
- $63 \div 7 = 9$ (factor)
- $63 \div 8 = 7.875$ (not a factor)
- $63 \div 9 = 7$ (factor)
- $63 \div 10 = 6.3$ (not a factor)
- $63 \div 11 = 5.7272...$ (not a factor)
- $63 \div 12 = 5.25$ (not a factor)
- $63 \div 13 = 4.8461...$ (not a factor)
- $63 \div 14 = 4.5$ (not a factor)
- $63 \div 15 = 4.2$ (not a factor)
- $63 \div 16 = 3.9375$ (not a factor)
- $63 \div 17 = 3.7058...$ (not a factor)
- $63 \div 18 = 3.5$ (not a factor)
- $63 \div 19 = 3.3157...$ (not a factor)
- $63 \div 20 = 3.15$ (not a factor)
- $63 \div 21 = 3$ (factor)
- $63 \div 22 = 2.8636...$ (not a factor)
- $63 \div 23 = 2.7391...$ (not a factor)
- $63 \div 24 = 2.625$ (not a factor)
- $63 \div 25 = 2.52$ (not a factor)
- $63 \div 26 = 2.4230...$ (not a factor)
- $63 \div 27 = 2.3333...$ (not a factor)
- $63 \div 28 = 2.25$ (not a factor)
- $63 \div 29 = 2.1724...$ (not a factor)
- $63 \div 30 = 2.1$ (not a factor)
- $63 \div 31 = 2.0322...$ (not a factor)
- $63 \div 32 = 1.96875$ (not a factor)
- $63 \div 33 = 1.9090...$ (not a factor)
- $63 \div 34 = 1.8529...$ (not a factor)
- $63 \div 35 = 1.8$ (not a factor)
- $63 \div 36 = 1.75$ (not a factor)
- $63 \div 37 = 1.7027...$ (not a factor)
- $63 \div 38 = 1.6578...$ (not a factor)
- $63 \div 39 = 1.6154...$ (not a factor)
- $63 \div 40 = 1.575$ (not a factor)
- $63 \div 41 = 1.5366...$ (not a factor)
- $63 \div 42 = 1.5$ (not a factor)
- $63 \div 43 = 1.4651...$ (not a factor)
- $63 \div 44 = 1.4318...$ (not a factor)
- $63 \div 45 = 1.4$ (not a factor)
- $63 \div 46 = 1.3684...$ (not a factor)
- $63 \div 47 = 1.3404...$ (not a factor)
- $63 \div 48 = 1.3125$ (not a factor)
- $63 \div 49 = 1.2857...$ (not a factor)
- $63 \div 50 =
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