Q 29 If α, β, γ are real roots of equation x3-3px2+3qx-1=0, then find the centroid of a triangle - Maths - Coordinate Geometry

Question

Q 29 If α ,   β ,   γ are real roots of
equation x 3 - 3 p x 2 + 3 q x - 1 = 0 , then find the centroid of
a triangle whose vertices are α ,   1 α ,  
β ,   1 β   a n d   γ ,   1
γ

Lovina Kansal · Accepted Answer

Kindly refer the similar link for your query

https://www meritnation
com/ask-answer/question/if-alpha-beta-gamma-are-real-roots-of-the-equation-x3-3p/coordinate-geometry/9734867
Regards

Q.29. If α , β , γ are real roots of equation x 3 - 3 p x 2 + 3 q x - 1 = 0 , then find the centroid of a triangle whose vertices are α , 1 α , β , 1 β a n d γ , 1 γ .

Q.29. If $α, β, γ$ are real roots of equation $x^{3} - 3 p x^{2} + 3 q x - 1 = 0$ , then find the centroid of a triangle whose vertices are $(α, \frac{1}{α}), (β, \frac{1}{β}) a n d (γ, \frac{1}{γ})$ .