Question
Let and be the roots of the equation x^ 2 +2 a x+(3 a+10)=0 such that <1< . Then the set of all possible values of a is :
Let and be the roots of the equation x^ 2 +2 a x+(3 a+10)=0 such that <1< . Then the set of all possible values of a is :
A. (- , -11 5 )
Let f(x) = x^2 + 2ax + (3a + 10). For f(1) = 1 + 2a + 3a + 10 = 5a + 11 a When f(1) a (- , - 11 5 ).
Related: Mathematics — Quadratic Equation · All PYQ Banks