Question

find the HCF of 250 and 300 eucliD division Lemma​

Answer 1

==> 300 = 250 × 1 + 50

==> 250 = 50×5 + 0

H.C.F = Divisor of the expression where remainder becomes zero.

So,

H.C.F = 50

Answer 2

Answer:

$cosider \: 250 \: and \: 300 \\ by \: eculids \: division \: we \: knw \\ a = bq + r \: \\ where \: 0 < or = r < b \\ \\ a = 300 \\ b = 250 \\ 300 = 250 \times 1 + 50 \\ 250 = 50 \times 5 + 0 \\ hence \: frm \: above \: we \: can \: say \: that \: \\ hcf \: of \: 250 \: and \: 300 \: is \: 50$

hope u hav understood ✌