Скачать или смотреть EE Main 2025 Circles Question | Circle Touching Axes + Intersection Condition Explained

Solve this JEE Main 2025 Coordinate Geometry problem with PYQZone by BoostMarks.
A circle of radius 2 lies in the second quadrant and touches both axes. Another circle with centre (2,5) intersects it at exactly two points. If its radius r lies in (α, β), find 3β − 2α.
Perfect explanation + geometry logic + exam shortcuts for JEE aspirants.

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JEE Main 2025 Maths Question (Coordinate Geometry):

A circle C of radius 2 lies in the second quadrant and touches both coordinate axes.
Let r be the radius of a circle centered at (2, 5) that intersects circle C at exactly two points.
If all possible values of r lie in the interval (α, β),
find the value of (3β − 2α).

Circle touching axes | Distance between centres | Intersection of circles
JEE Main 2025 PYQ | PYQZone by BoostMarks

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PYQZone by BoostMarks | JEE Main 2025 Maths | Circle Touching Axes | Two Circle Intersection | Find 3β − 2α

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