As Ling leaps up in the air, he casts his superb sword skill. This is during "Tempest of Blades" that he becomes invisible and he gains movement speed. Then he lands on the ground, dealing damage to enemies within the area of effect. This area of effect is a circle which could be derived from the first order ordinary differential equation xy' + y = 0. If at an instant, the coordinate for x has a value of 4 range while y has a value of 3 range, (with range being the unit of distance in this coordinate system) find the radius of the circle of Ling's area of effect, where he knocks enemies airborne in the central area.
As Ling leaps up in the air, he casts his superb sword skill. This is during "Tempest of Blades" that he becomes invisible and he gains movement speed. Then he lands on the ground, dealing damage to enemies within the area of effect. This area of effect is a circle which could be derived from the first order ordinary differential equation xy' + y = 0. If at an instant, the coordinate for x has a value of 4 range while y has a value of 3 range, (with range being the unit of distance in this coordinate system) find the radius of the circle of Ling's area of effect, where he knocks enemies airborne in the central area.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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