hlo help me questions no 3
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u have to find the HCF Of 616 and 32
which is 8
so max columns can be 8
which is 8
so max columns can be 8
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parveen38:
thanks sis
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Hey!
_____________
So here we go -:
Number of members in army contigent = 616
Number of members in army band = 32
Maximum number of coloumns common to both the group's = HCF ( 616,32)
Using, Euclid division lemma, we will find HCF of 616,32.
a = bq+r
616 = 32 × 19 + 8
32 = 8 × 54 + 0
At last, remainder = 0
Hence, maximum number of columns in which they can march =8
_____________
Hope it helps...!!!
_____________
So here we go -:
Number of members in army contigent = 616
Number of members in army band = 32
Maximum number of coloumns common to both the group's = HCF ( 616,32)
Using, Euclid division lemma, we will find HCF of 616,32.
a = bq+r
616 = 32 × 19 + 8
32 = 8 × 54 + 0
At last, remainder = 0
Hence, maximum number of columns in which they can march =8
_____________
Hope it helps...!!!
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