For each pair of numbers, verify that their product =(HCF *LCM) (1) 87,145
Answers
Answered by
165
HCF=29
LCM=435
87*145=12615
HCF X LCM=29*435=12615
LCM=435
87*145=12615
HCF X LCM=29*435=12615
Answered by
148
Hloo dear...
According to the problem
write given number 87 and 145 as product of prime.
87 = 3 × 29
145 = 5 ×29
HCF ( 87 , 145 ) = product of common prime factors = 29
LCM = maximum powers of prime factors = 3 × 5 ×29 = 435
Verification:
_________
i ) a × b = 87 × 145 = 12615
ii ) h × l = 29 × 435 = 12615
Therefore ,
a × b = h × l
I hope it is useful to you.
According to the problem
write given number 87 and 145 as product of prime.
87 = 3 × 29
145 = 5 ×29
HCF ( 87 , 145 ) = product of common prime factors = 29
LCM = maximum powers of prime factors = 3 × 5 ×29 = 435
Verification:
_________
i ) a × b = 87 × 145 = 12615
ii ) h × l = 29 × 435 = 12615
Therefore ,
a × b = h × l
I hope it is useful to you.
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