CBSE Class 10 - Method of Completing The Square Videos
Completing the square method in quadratic equations
Learn to find the determination of the roots of the quadratic equation by completing the square method and discriminant method and solve problems.
More videos from this chapter
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Introduction to Quadratic Equations
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Introduction to Quadratic Equations
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Method of Completing The Square
- 2x²-x+1/8 solve by completing square method
- 9x^2-6px+(p^2-q^2)=0...solve for X?
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x^2+6x-(a^2+2a-8)=0
- 2x^2-7x+3=0 by method of completing square
- how to solve X2+4
- 4x2-2(a2-b2)x+a2b2=0.solve eqn by completing square method.
- using completing the square method show that the equation x square -8x-18 =0 has no solution
- Page 72 If one root of the two quadratic equations x2 + ax + b = 0 and x2 + bx + a = 0 is common , then a + b = 1 a + b = -1 ab = 1 ab = -1
- please tell how to solve this question To express the quadratic equation n2 +8x-128=0 in form of (n+a)2=k2
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Solve
by method of completing square.
