Question

Roots of equation√5x²-4x-√5=0 are irrational.​

Answer 1

Step-by-step explanation:

Step-by-step explanation:

∆=b^2-4ac

∆>0 (or) ∆=0(or)∆<0

If ∆>0 roots are real

∆<0 roots are not real

∆=0 roots are equal

given equation

5x^2-4x+5=0

∆=4^2-4(5)(5)

∆=16-100

∆=-84

therefore,∆<0 so the roots are not real and unequal

Answer 2

false the answer will be zero

false the answer will be zero which is rational so the answer

false the answer will be zero which is rational so the answeris rational..

false the answer will be zero which is rational so the answeris rational.. it can be written in p/q form.

false the answer will be zero which is rational so the answeris rational.. it can be written in p/q form. where q≠0

false the answer will be zero which is rational so the answeris rational.. it can be written in p/q form. where q≠00/1,0/2,