Here is a handy little GCF Calculator the you deserve to use to find the GCF of two numbers 16, 28 i.e. 4 the largest number that divides both the numbers exactly.

You are watching: Greatest common factor of 16 and 28

Greatest common Factor the 16 and also 28 is 4

GCF(16, 28) = 4

Ex: number 1 - 1500 and number 2 - 20.
Given Inputs are 16, 28

To discover the GCF utilizing the element Factorization technique you simply need to list the end the prime determinants of both the numbers.

Prime factorization of 16 together under

2 16
2 8
2 4
2 2

Prime factors of 16 are 2. Prime factorization that 16 in exponential form is:

16 = 24Prime administrate of 28 is together such

2 28
2 14
7 7

Prime factors of 28 room 2.Prime administrate of 28 in exponential form is:

28 = 22×71Occurrences of typical Prime factors from both the number 16 and also 28 is 4Therefore, GCF of two numbers 16 and also 28 is 4

GCF the 16, 28 making use of Factoring Method

Given intake data is 16, 28

Make a list of components for the equivalent input numbers

Factors that 16

List of positive integer components of 16 that divides 16 there is no a remainder.


Factors the 28

List of hopeful integer components of 28 that divides 28 without a remainder.

1,2,4,7,14,28Figure the end the highest usual factor from factors of both the numbers and also that is the GCF. In this case, the is 4

Therefore, GCF of two numbers 16 advertisement 28 is 4

Related Greatest common Factor of 16
Related Greatest common Factor of 28
Frequently Asked questions on GCF the 16 and 28

1. What is the GCF of number 16 and also 28?

GCF of numbers 16 and also 28 is 4.

2. Exactly how to find GCF that 16 and also 28 easily?

Take the assist of GCF Calculator existing and input the number 16, 28 in the input field provided and tap top top the Calculate button to avail the Greatest common Factor with in-depth steps.

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3. Where do I find an elaborate explanation on detect GCF the 16, 28?

You deserve to find an intricate explanation on recognize GCF the 16, 28 on our page.

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