In the isosceles ,

MATHEMATICS · Single correct · CBSE · Mathematics · Vector Algebra · Vector Algebra

Problem

In the isosceles △ABC\triangle ABC , ∣AB∣=∣BC∣=8|\mathbf{AB}| = |\mathbf{BC}| = 8 , a point EE divides ABAB internally in the ratio 1:31:3 , then the cosine of the angle between CE\mathbf{CE} and CA\mathbf{CA} is (where, ∣CA∣=12|\mathbf{CA}| = 12 ) (1) −388-\frac{3\sqrt{8}}{8} (2) 3817\frac{3\sqrt{8}}{17} (3) 378\frac{3\sqrt{7}}{8} (4) −3817-\frac{3\sqrt{8}}{17}

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