Asked by sandra
CAN ANY ONE SOLVE THIS QUESTION PLEASE:
FIND HCF OF 180,252 AND 324 USING EUCLID'S DIVISION LEMMA?
FIND HCF OF 180,252 AND 324 USING EUCLID'S DIVISION LEMMA?
Answers
Answered by
Reiny
Here is a great Youtube clip that explains it in a very simple way.
http://www.youtube.com/watch?v=AJn843kplDw&feature=related
http://www.youtube.com/watch?v=AJn843kplDw&feature=related
Answered by
shrubhi
first we will find the HCF OF 180 AND 252.
252=180*1+72
180=72*3+34
72=34*2+4
34=4*8+2
4=2*2+0
HCF(180,252)=2
Now we will find the HCF of 2 and 324:
324=2*162+0
HCF(2,324)=2
THEREFORE,HCF(180,252,324)=2ANSWER
Its a very simple question
252=180*1+72
180=72*3+34
72=34*2+4
34=4*8+2
4=2*2+0
HCF(180,252)=2
Now we will find the HCF of 2 and 324:
324=2*162+0
HCF(2,324)=2
THEREFORE,HCF(180,252,324)=2ANSWER
Its a very simple question
Answered by
Rishith
Step 2
180=72*3+34 is wrong as 72*3+34 is NOT EQUAL to 180!!!!!
180=72*3+34 is wrong as 72*3+34 is NOT EQUAL to 180!!!!!
Answered by
Padma Priya
consider 252 and 324. here, a=324 and b=252
by euclid's division lemma-
a=bq+r, 0< or= r<b
324=252*1+72
252=72*3+36
72=36*2+0
therefore, HCF(252, 324)=36
Now consider 36 and 180. here a=180 and b=36.
by euclid's division lemma- a=bq+r, 0< or = r < b
180=36*5+0
therefore, HCF(180, 36)=36
Hence, HCF(180, 252, 324)=36
by euclid's division lemma-
a=bq+r, 0< or= r<b
324=252*1+72
252=72*3+36
72=36*2+0
therefore, HCF(252, 324)=36
Now consider 36 and 180. here a=180 and b=36.
by euclid's division lemma- a=bq+r, 0< or = r < b
180=36*5+0
therefore, HCF(180, 36)=36
Hence, HCF(180, 252, 324)=36
Answered by
sania
first we will find the hcf of 324 and 252 using euclid's division algorithm
324=252×1+72
252=72×3+36
72=36×2+0
hcf 324 n 252= 36
now we will find the hcf of 180 n 36
180=36×5+0
hcf= 36
therefore hcf 180,252,324 is 36
324=252×1+72
252=72×3+36
72=36×2+0
hcf 324 n 252= 36
now we will find the hcf of 180 n 36
180=36×5+0
hcf= 36
therefore hcf 180,252,324 is 36
Answered by
Anonymous
252=180×1+72
180=72×2+36
72=36×2+0
HCF is 36
180=72×2+36
72=36×2+0
HCF is 36
Answered by
Yashika Dhole
Not very useful
Answered by
Anu
Sol:
HCF of 180, 252 and 324:
324 = 1 x 180 + 144
180 = 1 x 144 + 36
144 = 4 x 36 + 0
So, HCF of 324 and 180 = 36
HCF of 252 and 36:
252 = 7 x 36 + 0
So, HCF of 252 and 36 is 36.
Hence, the HCF of 180, 252 and 324 is 36.
HCF of 180, 252 and 324:
324 = 1 x 180 + 144
180 = 1 x 144 + 36
144 = 4 x 36 + 0
So, HCF of 324 and 180 = 36
HCF of 252 and 36:
252 = 7 x 36 + 0
So, HCF of 252 and 36 is 36.
Hence, the HCF of 180, 252 and 324 is 36.
Answered by
Muskan
First we will find the HCF of 180 and 252 by using Euclid's division lemma .
252 = 180 x 1+72
180=72 x 2+36
72=36x2+0
So, HCF of 180 and 252 is 36.
Then we will find HCF of 324 and 36.
324=36x9+0
So, HCF of 36 and 324 is 36.
Hence, the HCF of 180, 252 and 324 is 36.
252 = 180 x 1+72
180=72 x 2+36
72=36x2+0
So, HCF of 180 and 252 is 36.
Then we will find HCF of 324 and 36.
324=36x9+0
So, HCF of 36 and 324 is 36.
Hence, the HCF of 180, 252 and 324 is 36.
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.