step 1 of 3

applying Euclid's division lemma for 135 and 225:

here,225>135.

let a=275 and b =135

225=135 × 1+90

here,r=90 0.

so take a new individual as 135 and divisor as 90.

step 2 of 3

applying Euclid's division lemma for 136 and 90:

here,135 > 90

let a =135 and b =90

135=90×1+45

here,r=45 0

so take a new dividen as 90 and divisor as 45.

step 3 of 3

applying Euclid's division lemma for 90 and 45:

here,90 > 45

let a =90 and b =45

90=45× 2+0

here,the remainder at this stage is zero and the divisor at this stage is 45.

hence,the HCF of 135 and 225 is 45.

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Answer:

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