CBSE Class 10: Nature of Roots Videos | Concept of discriminant to classify roots of quadratic equation
Concept of discriminant to classify roots of quadratic equation
Understand the concept of discriminant to classify roots of quadratic equation as real and distinct and also as real and equal.
More videos from this chapter
View All-
...
-
Introduction to Quadratic Equations
-
Introduction to Quadratic Equations
-
Concept of discriminant to classify roots of quadrat ...
-
Nature of Roots
- one zero of 4x
- Find the nature of the roots of the equation x²+ 4x - 5 = 0 If real roots exist, find them.
-
m
- if p(X) = 2x^2-3x+4 find Alfa+beta
- if one of the zeroes of quadratic polynomial F(x) = 4x² - 8kx - 9 is equal in magnitude but opposite in sign, find K
-
2 x square - 2 root 2 X + 1 is equal to 0
- (x+1)²=2(x-3)
- if alpha and beta are the zeros of the polynomial ax2+bx+c find the value of alpha3+beta3
- what is discriminant
-
1,2&3
