Find equation of circle whose centre is (3,-4) and the line
3x-4y = 5 cuts circle at A and B , I (AB) = 6.
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Answered by
1
Answer:
⊥r distance of line 2x−5y+18=0 from point
(3,-1)
h=∣∣∣∣22+522×3−5(−1)+18∣∣∣∣=2929=29
distance
⊥r of (h,k)from
ax+by+c=0 is
∣∣∣∣a2+b2ah+bk+c∣∣∣∣
Thus r2=h2+32 [Pythagoras theorem in △OAC]
r2=29+9
r2=38
Thus eqn of circle is (x−3)2+(y+1)2=38.
Answered by
1
Answer:
8ey y 8w5ce8w5ce7ce55ec7e7ceudcy says yes s y
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