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# Factors of 43 | All Factors of 43

We will give you all the information about the Factors of 43 in this post. Will provide you with the definition of factors. How to get the Factors of 43, we will give all Factors of 43. Which has not arisen in your mind or the question of how many factors of 43? Also, Factor Pairs of 43 will be provided with the correct answer.

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• 43 is a prime number.
• Prime Factors: 43 is prime
• Factors of 43: 1, 43
• Factor pairs of 43: 1 x 43

Prime Number: A prime number is a positive integer greater than one, that can only be exactly divided by the positive integers 1 and itself without leaving a remainder.

## What are the factors of 43?

The method of calculating the factors of 43 is as follows. First, every number is divisible by itself and 1.

therefore, the factors of 24 are 1,…..
we can find all factors of a number by dividing it by 1, 2, 3, 4…..

(i) 1 x 43 = 43, So put them in your factor list.

1, …….. 43

(ii) 43/2 not being completely divided. So we will not write 2 in the list.

(iii) 43/4 not being completely divided. So we will not write 4 on the list.

(iv) 43/4 not being completely divided. So we will not write 4 on the list.

(v) 43/5 not being completely divided. So we will not write 5 on the list.

(vi) Since we don’t have any more numbers to calculate, we are putting the numbers so far.

So 1 and 43 are a factor of 43.

43 is a prime number so the only factors are 1 and itself.

### Factors of (- 43)

The factors of – 40

Because you get a positive number by multiplying two negatives, like (- 1) × (- 43) = 43.

### List the factors of 43 and All factors of 43

Here is a list of all the positive and negative factors of 43 in numerical order.

1, 43, – 1, – 43.

### What are the factor pairs of 43?

1 x 43 = 43

So, (1, 43) are factor pair of 43

### Prime Factors of 43

As you know 43 is a prime number.
In this way, 43 is prime.

### Factor tree of 43

• The number 43 is a prime number because 43 is only divided by 1 or by itself.
• No factor tree for 43. It is not possible to draw trees for Prime numbers.

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