Answer: 10 is the H.C.F. of 540, 890, and 300.
Step-by-step explanation:
We have three numbers : 540, 300, 540
Using Euclid's division algorithm,
we will take two numbers 540 and 890.
890=540×1+350
540=350×1+190
350=190×1+160
190=160×1+30
160=30×5+10
30=10×3+0
Now, we will divide 300 by 10.
and we get that 300 is completely divisible by10.
Hence, 10 is the H.C.F. of 540, 890, and 300.
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Answers & Comments

since, remainder = 0,
∴ HCF (300, 540) is = 60
Now, find the HCF OF 60 and 890 as follows :

∴ HCF (60, 890) = 10
Thus, HCF (300, 540, 890) = 10
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Answer: 10 is the H.C.F. of 540, 890, and 300.
Step-by-step explanation:
We have three numbers : 540, 300, 540
Using Euclid's division algorithm,
we will take two numbers 540 and 890.
890=540×1+350
540=350×1+190
350=190×1+160
190=160×1+30
160=30×5+10
30=10×3+0
Now, we will divide 300 by 10.
and we get that 300 is completely divisible by10.
Hence, 10 is the H.C.F. of 540, 890, and 300.