Maxima and Minima in Algebra
6 lessons · 10 questions · 1 PYQs
What the exams ask here
- min of x^2+y^2 given x+y
- min value of expression with constraint
- f(x) = ax^2 + bx + c through (-2, 0), g(x) = -2x through (a, b) -> min of f(x) + 9a + 1 (Indore 2021 Q20)
- a^2 + b^2 + c^2 = 9 -> range of ab + bc + ca
- a + b + c = 13 -> max of (a - 3)(b - 2)(c + 1)
- min of px + q/x for x > 0
Lessons
- Start hereThe idea and the methodFirst lesson of Maxima and Minima in Algebra
- 1.Complete square min2 questions + fresh variants
- 2.AM GM two terms2 questions + fresh variants
- 3.Product fixed sum max2 questions + fresh variants
- 4.Min of polynomial expression2 questions + fresh variantsIndore 2021
- 5.Symmetric sum bounds2 questions + fresh variants