Let , , and . The value of…

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

Problem

Let ∣a⃗1∣=3|\vec a_1|=3, ∣a⃗2∣=5|\vec a_2|=5, and ∣a⃗1+a⃗2∣=5|\vec a_1+\vec a_2|=5. The value of (2a⃗1+3a⃗2)⋅(3a⃗1−2a⃗2)(2\vec a_1+3\vec a_2)\cdot(3\vec a_1-2\vec a_2) is (1) −106.5-106.5 (2) −99.5-99.5 (3) −112.5-112.5 (4) −118.5-118.5

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