Question

find the value of d if HCF of 759 and 44 is 2d-13​

Answer 1

Answer:

HCF OF 759 and 44 = 2d-13

HCF of 759 and 44 is 11

so

=> 11=2d-13

=> 11+13=2d

=>d=24/2

=> d=12

Answer 2

The value of d is 12.

Given:

HCF of 759 and 44=2d-13

To find:

The value of d

Solution:

We can obtain the value of the HCF of 759 and 44 and equate it to 2d-13 to obtain the required value of d.

So, the factors of 759=11×3×23

The factors of 44=11×2×2

The highest common factor of 759 and 44=11

Now, we will equate (2d-13) to 11.

2d-13=11

2d=13+11

2d=24

d=24/2

d=12

Therefore, the value of d is 12.