Name: Finding LCM and HCF of Real Numbers
Uploaded: 2019-07-19
Duration: 4 min 8 s
Description: In this video, we will learn the concept and method of finding the least common multiple, and highest common factor of real numbers in detail, with examples.

Question

Fill the table with correct answer.

	Any two consecutive numbers	Any two consecutive even numbers	Any two consecutive odd numbers
HCF of

Accepted Answer

To find HCF of any two consecutive numbers.

We know that, The numbers which continuously follow each other in the order from smallest to largest are called consecutive numbers.

Let any two consecutive numbers are $3$ and $4$ .

Now, HCF $(3, 4)$ is $1$ .

Since, The HCF o two consecutive numbers is $1$ . The reason behind this is that the two consecutive numbers do not have any common factor other than $1$ .

Now, Find HCF of two consecutive even numbers.

Let the two consecutive even numbers are $2$ and $4$

HCF $(2, 4)$ is $2$

The HCF of any two consecutive even numbers is always $2$ .

Now, Find HCF of two consecutive odd numbers.

Let the two consecutive odd numbers are $3$ and $5$ .

HCF $(3, 5)$ is $1$ .

The Highest common factor of two consecutive odd numbers is always $1$ .

Any two consecutive numbers Any two consecutive even numbers Any two consecutive odd numbers

HCF of $1$ $2$ $1$

Fill the table with correct answer.

Any two consecutive numbers Any two consecutive even numbers Any two consecutive odd numbers

HCF of

Important Questions on H.C.F and L.C.M

Learn and Prepare for any exam you want !

Fill the table with correct answer. Any two consecutive numbers Any two consecutive even numbers Any two consecutive odd numbers HCF of

Important Questions on H.C.F and L.C.M

Learn and Prepare for any exam you want !

Fill the table with correct answer.

Any two consecutive numbers Any two consecutive even numbers Any two consecutive odd numbers

HCF of