Quadratic Equations
10th Class - CBSE - Mathematics - 6109 Questions - 0 Concepts
10th Class - CBSE - Mathematics - 6109 Questions - 0 Concepts
Asked in: Mathematics - Quadratic Equations
1 Verified Answer | Published on 05th 09, 2020
View AnswerAsked in: Mathematics - Quadratic Equations
1 Verified Answer | Published on 05th 09, 2020
View AnswerAsked in: Mathematics - Quadratic Equations
1 Verified Answer | Published on 05th 09, 2020
View AnswerAsked in: Mathematics - Quadratic Equations
1 Verified Answer | Published on 05th 09, 2020
View AnswerAsked in: Mathematics - Quadratic Equations
1 Verified Answer | Published on 05th 09, 2020
View AnswerAsked in: Mathematics - Quadratic Equations
1 Verified Answer | Published on 05th 09, 2020
View AnswerAsked in: Mathematics - Quadratic Equations
1 Verified Answer | Published on 05th 09, 2020
View AnswerAsked in: Mathematics - Quadratic Equations
1 Verified Answer | Published on 05th 09, 2020
View AnswerIf the roots of the equations $${ x }^{ 2 }-bx+c=0$$ and $${ x }^{ 2 }-cx+b=0$$ differ by the same quantity, then $$b+c$$ is equal to $$-4$$
If $$\alpha, \beta$$ are the roots of the equation $$A{ x }^{ 2 }+Bx+C=0$$, then $$\displaystyle \alpha -\beta =\frac { \sqrt { { B }^{ 2 }-4AC } }{ A } $$
Asked in: Mathematics - Quadratic Equations
1 Verified Answer | Published on 05th 09, 2020
View AnswerAsked in: Mathematics - Quadratic Equations
1 Verified Answer | Published on 05th 09, 2020
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