Solve the following inequality: x2-3x+24/x2-4x+3-4 Share with your friends Share 1 Anuradha Sharma answered this Althouhg your question is not clear so assuming , x2-3x+24x2-4x-1≤0Now here we can observe that for the equation, x2-3x+24=0D= 9-4×24=-87 and coefficient of x2 is postive so it will be always positive as roots are imaginary hence we can take it to RHS, and for equation x2-4x-1=0x = 4±16+42=4±252=4±252=2±5So substituting this we get, x2-3x+24x2-4x-4≤01x-2+5x-2-5≤0x2-3x+24≤0Now plotting this on number line we get, -∞<------2-5-------2+5----->∞So the region can be given as, x∈2-5,2+5 -3 View Full Answer