Two circles are drawn through the points (a,5a) and (4a,a) to touch the axis of y. Prove that they intersect at an angle of tan -1 (40/9)

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Two circles are drawn through the points (a,5a) and (4a,a) to touch the axis of y. Prove that they intersect at an angle of tan -1 (40/9)

Two circles are drawn through the points (a,5a) and (4a,a) to touch the axis of y. Prove that they intersect at an angle of tan^-1(40/9)

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Two circles are drawn through the points (a,5a) and (4a,a) to touch the axis of y. Prove that they intersect at an angle of tan -1 (40/9)

Two circles are drawn through the points (a,5a) and (4a,a) to touch the axis of y. Prove that they intersect at an angle of tan-1(40/9)

1 Answers

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Other Related Questions on Analytical Geometry

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Two circles are drawn through the points (a,5a) and (4a,a) to touch the axis of y. Prove that they intersect at an angle of tan^-1(40/9)