Find hcf 625,3125,15625

1.	Find hcf 625,3125,15625
Answer» Hi there !! *Fundamental theorem of arithmetic :* Every composite number can be expressed as a PRODUCT of primes, and this factorisation is UNIQUE except for theorder in which the PRIME factors occur. H.C.F of 625,3125,15625 625= 5⁴ 3125 $= {5}^{5}$ 15625 $= {5}^{6}$ *H.C.F (Lowest POWER) = 5⁴* *= 625* Thankyou :)

Answer»

Hi there !!

Fundamental theorem of arithmetic :

Every composite number can be expressed as a PRODUCT of primes, and this factorisation is UNIQUE except for theorder in which the PRIME factors occur.

H.C.F of 625,3125,15625

625= 5⁴

3125

$= {5}^{5}$

15625

$= {5}^{6}$

H.C.F (Lowest POWER) = 5⁴

= 625

Thankyou :)

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Find hcf 625,3125,15625

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