The tangent to x2+y2=25x^2 + y^2 = 25x2+y2=25 at (3,4)(3, 4)(3,4) isAy=(3/4)x+4y = (3/4)x + 4y=(3/4)x+4By=−(3/4)x+25/4y = -(3/4)x + 25/4y=−(3/4)x+25/4CBoth B and Ccheck_circleD3x+4y=253x + 4y = 253x+4y=25ExplanationSlope −3/4-3/4−3/4. y−4=−3/4(x−3)⇒y=−(3/4)x+25/4y - 4 = -3/4 (x - 3) \Rightarrow y = -(3/4)x + 25/4y−4=−3/4(x−3)⇒y=−(3/4)x+25/4, equivalently 3x+4y=253x + 4y = 253x+4y=25.