Question

The H.C.F. of 2/3, 8/9,10/27,32/81 is...
H.C.F = ( 2,8,10,32)
= 2
L.C.M = ( 3,9,27,81)
= 81
Answer H.C.F = 2/81

Answer 1

The HCF of any fraction is given by :-


HCF of numerators / LCM of denominators .


LCM of any fraction is given by :-


LCM of numerators / HCF of denominators


So ,

Ans is right yeah !!


HCF of ( 2/3 , 8/9 , 10/27 , 32/81 )

is :- 2/81



thanks :)

Answer 2

Answer:

$\frac{2}{81}$

Step-by-step explanation:

Given:

H.C.F. of 2/3, 8/9,10/27,32/81

To find:

HCF

Solution:

The full version of H.C.F is Highest Common Factor, and L.C.M is Lowest Common Multiple. Multiples are what we obtain when we multiply a number by an integer, whereas factors are what we can multiply to obtain the number.

To identify the highest common factors between the numerator and the denominator, we employ the HCF approach. To get the lowest term in the fraction, remove the largest common factor from the numerator and denominator.

The highest common factor (HCF) of two or more numbers is obtained by multiplying all common prime numbers that appear in their prime factorization.

The process of factoring a number into multiples of its prime factors is known as prime factorization.

$HCF of Fractions =\frac{HCF of Numerators}{LCM of Denominators}$

HCF of (2, 8 , 10, 32) = 2

LCM of (3, 9, 27, 81)  = 81

$HCF of Fractions =\frac{HCF of Numerators}{LCM of Denominators}\\=\frac{2}{81}$

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