Question

solve 625,3125,15625 H C F long division method

Answer 1

Step-by-step explanation:

first we need to write the numbers in ascending order.

625, 3125 , 15625

now we need to choose the greatest among the numbers.

15625 and second greatest 3125.

3125 )15625( 5

15625

0

now the hcf of 15625 and 3125 is 3125

now we need to find the hcf of 3125 and 625

625 )3125( 5

3125

0

now the hcf of 625 , 3125 , 15625 is 625

Answer 2

Answer:-

HCF=>Highest common multiple

HCF = 625..3125..15625

$625 = 5 {}^{4}$

$3125 = 5 {}^{5}$

$15625 = 5 {}^{6}$

Therefore the H.C.F=

$5 {}^{4} = 6255$