If area of triangle whose vertices are (a, a^{2}),(b, b^{2}),(c, c^{2}) is 1 and area of another triangle whose vertices are (\alpha^{2}, \alpha),(\beta^{2}, \beta) and (\gamma^{2}, \gamma) is 2 , then the absolute value of |\table (a+\alpha)^{2} , (b+\alpha)^{2} , (c+\alpha)^{2} ; (a+\beta)^{2} , (b+\beta)^{2} , (c+\beta)^{2} ; (a+\gamma)^{2} , (b+\gamma)^{2} , (c+\gamma)^{2}| is equal to:

JEE Advanced 2020 Concept Recapitulation Test 4 Paper 1

Question : 40 of 54

Marks: +1, -0

If area of triangle whose vertices are (a,a2),(b,b2),(c,c2) is 1 and area of another triangle whose vertices are (α2,α),(β2,β) and (γ2,γ) is 2 , then the absolute value of |

(a+α)2	(b+α)2	(c+α)2
(a+β)2	(b+β)2	(c+β)2
(a+γ)2	(b+γ)2	(c+γ)2

| is equal to:

Validate

Go to Question:

Prev Question

Next Question