Let and be two diagonally opposite vertices of a rhombus whose sides and are parallel…

MATHEMATICS · Numerical · CBSE · Mathematics · Straight Lines · Straight Lines

Problem

Let A(1,2)A(1,2) and C(−3,−6)C(-3,-6) be two diagonally opposite vertices of a rhombus whose sides ADAD and BCBC are parallel to the line 7x−y=147x-y=14. If B(α,β)B(\alpha,\beta) and D(γ,δ)D(\gamma,\delta) are the other two vertices, then find ∣α+β+γ+δ∣|\alpha+\beta+\gamma+\delta|.

Related theory

Browse the problem library