Factors of 33 room the perform of integers that deserve to be evenly split into 33. There room 4 components of 33, which are 1, 3, 11, and also 33. Here, 33 is the greatest factor. The amount of all components of 33 is 48. That is Prime components are 1, 3, 11, 33, and (1, 33) and also (3, 11) space Pair Factors.

You are watching: How many factors does 33 have

Factors of 33: 1, 3, 11 and also 33Negative determinants of 33: -1, -3, -11 and -33Prime determinants of 33: 3, 11Prime administer of 33: 3 × 11 = 3 × 11Sum of factors of 33: 48
 1 What space the factors of 33? 2 How come Calculate factors of 33? 3 Factors of 33 by element Factorization 4 Important Notes

## What space the components of 33?

The factors of 33 are all the numbers that give the worth 33 when multiplied.

## How to calculation the components of 33?

Let"s learn how to calculation the components of 33

Step 2: find the 2 numbers whose product offers 33.

As we know, 33 have the right to be written as a product of 3 and 11. Here, 3 and 11 space both prime numbers. Thus, 3 have the right to be composed as, 3 = 3 × 1 and also 11 can be composed as, 11 = 11 × 1.

Hence, factors that 33 are 1, 3, 11, and also 33.

Explore factors using illustrations and interactive examples

Important Notes:

1 is the smallest variable of every number. Hence, it is just one of the determinants of 33.33 is a multiple of 11. Hence, 11 is among its factors.

## Factors of 33 by prime Factorization

Let"s discover a bit around prime factorization prior to we learn how to discover the factors of 33.

Let"s learn exactly how to find factors using element factorization.

Step 1: write the pair of factors that give the compelled number when multiplied.Step 2: inspect if the factors are prime.Step 3: usage the criteria given below for the factorization procedure.

The criteria for the administer procedure is as follows:

If both the numbers space prime, they have the right to be multiplied as it is.If one amongst them is prime and also the other number is composite, then the composite number is dissociated into its factors.If both the numbers are composite, each of them can be dissociated right into factors.

These are the actions to uncover the determinants of 33 using prime factorization:

Step 1: 33 can it is in factored as a product of 3 and 11.Step 2: Check the components to see if each one of them is element or not.3 is a prime number and can it is in dissociated as a product that 3 and 1.11 is a prime number and can be dissociated as a product of 11 and 1.Step 3: as per the criteria for factorization, both the numbers are prime and also they deserve to be multiplied together it is.33 can in order to be composed as 33 = 3 × 11. Thus, the prime determinants of 33 are 3 and also 11.

## Factors that 33 in Pairs

The pair factors of 33 are:

FactorsPair factors
1 × 331, 33
3 × 11 3, 11
11 × 3 11, 3
33 × 133, 1

The above-given determinants are hopeful pair factors. It is feasible to have negative pair factors as well because the product the two negative numbers gives a optimistic number.

Let"s take it a look in ~ the negative pair factors.

FactorsPair factors
-1 × -33 -1, -33
-3 × -11-3, -11
-11 × -3-11, -3
-33 × -1 -33, -1

## Challenging Questions

Mark takes 33 hours to take trip from his house to Chicago through car. He stops ~ every 4 hours. How numerous stops will he make?How will Lamark distribution \$33 right into 2 components such that each part gets an equal amount?

Example 1:  John owns an automobile repair shop. He has 33 customers who desire all the tires of your cars to it is in replaced. If it takes that 3 hrs to replace all the tires the one car, exactly how much time will certainly it take him to readjust the vehicle tires for all his 33 customers?

Solution:

John can replace all the tires of a auto in 3 hours. There room 33 customers, hence, there are 33 cars. The lot of time needed for John to replace the vehicle tires for 33 cars will be provided by,

33 × 3 = 99

Hence, john will need 99 hours to replace the auto tires of those 33 customers

Example 2: Adaline owns a jewelry store. Her save is well-known for its exquisite repertoire of diamond necklaces. Eleven customers placed an order for 33 necklaces to be made. How countless necklaces were asked for by each person assuming they ordered the exact same numbers each?

Solution:

Adaline has to make 33 necklaces together per the order offered by the 11 customers. The variety of orders inserted by each human is,

33 ÷ 11 = 3

Each customer put an bespeak of 3 necklaces.

Example 3: How numerous factors space there for 33?

Solution:

The determinants of 33 are 1, 3, 11, 33. Therefore, 33 has 4 factors.

## FAQs on factors of 33

### What space the components of 33?

The factors of 33 are 1, 3, 11, 33 and also its an unfavorable factors space -1, -3, -11, -33.

### What is the amount of the components of 33?

Since all factors of 33 room 1, 3, 11, 33 therefore, the amount of its components is 1 + 3 + 11 + 33 = 48.

### What Numbers are the Prime determinants of 33?

The prime factors of 33 space 3, 11.

### How plenty of Factors the 33 are additionally common come the determinants of 18?

Since, the components of 33 room 1, 3, 11, 33 and the determinants of 18 room 1, 2, 3, 6, 9, 18.Hence, <1, 3> room the typical factors of 33 and also 18.

See more: Distance From Nashville To Chattanooga Driving, Distance From Nashville, Tn To Chattanooga, Tn

### What is the Greatest usual Factor that 33 and also 7?

The factors of 33 room 1, 3, 11, 33 and the determinants of 7 are 1, 7. 33 and also 7 have only one usual factor i m sorry is 1. This indicates that 33 and also 7 are co-prime.Hence, the Greatest typical Factor (GCF) that 33 and also 7 is 1.