Question 13
Use Euclid’s Division Algorithm to find the HCF of 726 and 275
Last updated at Sept. 24, 2021 by Teachoo
Question 13
Use Euclid’s Division Algorithm to find the HCF of 726 and 275
Transcript
Question 13 Use Euclid’s Division Algorithm to find the HCF of 726 and 275 Since 726 > 275, We divide 726 by 275 Since remainder is not 0 We divide 275 by 176 1/2 marks Since remainder is not 0 We divide 176 by 99 1/2 marks Since remainder is not 0 We divide 77 by 22 1/2 marks Since remainder is not 0 We divide 22 by 11 Since remainder is not 0 1/2 marks We divide 99 by 77 1/2 marks Since remainder is 0 HCF = 11 1/2 marks
CBSE Class 10 Sample Paper for 2019 Boards
Question 1
Question 2 (Or 1st)
Question 2 (Or 2nd) Important
Question 3 (Or 1st) Important
Question 3 (Or 2nd)
Question 4
Question 5 Important
Question 6 Important
Question 7 (Or 1st)
Question 7 (Or 2nd) Important
Question 8 (Or 1st)
Question 8 (Or 2nd)
Question 9
Question 10 Important
Question 11 Important
Question 12 Important
Question 13 Important You are here
Question 14
Question 15
Question 16 (Or 1st) Important
Question 16 (Or 2nd)
Question 17 (Or 1st) Important
Question 17 (Or 2nd)
Question 18 Important
Question 19 (Or 1st)
Question 19 (Or 2nd) Important
Question 20
Question 21 (Or 1st) Important
Question 21 (Or 2nd)
Question 22
Question 23 (Or 1st) Important
Question 23 (Or 2nd)
Question 24
Question 25
Question 26
Question 27 (Or 1st)
Question 27 (Or 2nd) Important
Question 28 (Or 1st)
Question 28 (Or 2nd) Important
Question 29
Question 30 Important
CBSE Class 10 Sample Paper for 2019 Boards
About the Author