Show that the expression x² + 2(a+b+c)x+3(bc+ca+ab) will be a perfect square if a=b=c

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If the expression `x^2+2(a+b+c)x+3(bc+ca+ab)` is a perfect square then If the expression `x^2+2(a+b+c)x+3(bc+ca+ab)` is a perfect square then
If the expression x^2+2(a+b+c)x+3(bc+ca+ab) is a perfect square then | CLASS 12 | THEORY OF EQUA... If the expression x^2+2(a+b+c)x+3(bc+ca+ab) is a perfect square then | CLASS 12 | THEORY OF EQUA...
How to express quadratic expressions as completing the square or (x+a)2+b form in three easy steps. How to express quadratic expressions as completing the square or (x+a)2+b form in three easy steps.
Show that If `a(b-c) x^2 + b(c-a) xy + c(a-b) y^2 = 0` is a perfect square, then the quantit... Show that If `a(b-c) x^2 + b(c-a) xy + c(a-b) y^2 = 0` is a perfect square, then the quantit...
If \( (b-c) x^{2}+(c-a) x y+(a-b) y^{2} \) is a perfect square, then \( a, b, c \) are in (A) A.... If \( (b-c) x^{2}+(c-a) x y+(a-b) y^{2} \) is a perfect square, then \( a, b, c \) are in (A) A....
6. Show that roots of equation (a²–bc)x² + 2(b²–ca)x + (c²–ab) = 0 equal, if b=0 or a³+b³+c³–3abc=0. 6. Show that roots of equation (a²–bc)x² + 2(b²–ca)x + (c²–ab) = 0 equal, if b=0 or a³+b³+c³–3abc=0.
(c²-ab)x² - 2(a²-bc)x + (b²-ac)=0 | a=0 or a³+b³+c³ = 3abc | CBSE Class 10 | Maths | Quadratic | (c²-ab)x² - 2(a²-bc)x + (b²-ac)=0 | a=0 or a³+b³+c³ = 3abc | CBSE Class 10 | Maths | Quadratic |
Different types of Graphs 🤓 linear equations, quadratic equations, exponential form,sine and cosine Different types of Graphs 🤓 linear equations, quadratic equations, exponential form,sine and cosine