Question

simplest form of 1095÷1168 by HCF

Answer 1

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Answer 2

Answer:

Step-by-step explanation:

hey friend!

here's your answer:

H.C.F of 1168 is 73

H.C.F of 1095 is 73.

EXPLAINATION:

for first case H.C.F of 1168:    

1168=1095*1+73.             (by Euclid's division lemma)

1095=73*15+0.

so Here, remainder is 0 therefore H.C.F is 73.

for second case H.C.F of 1095:

1095=1022*1+73              (by Euclid's division lemma)

1022=73*14+0

so Here, remainder is 0 therefore H.C.F is 73.

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