Question

establish a relation between m and n if the equation mx²-x+n =0 has real roots​

Answer 1

Answer:

For no real roots, the condition is D<0

So, b2−4ac<0

For the equation mx2−(m+1)x+(2m−1)=0,

a=m , b=(m+1) and c=(2m−1)

So,

(m+1)2−4×m×(2m−1)  <0

(m2+1+2m)−8m2+4m<0

−7m2+6m+1 < 0

7m2−7m+m−1 > 0

7m(m−1)+1(m−1)>0

(7m+1)(m−1)>0

So, m<7−1 and m>1

Answer 2

Step-by-step explanation:

Describe a a personal experience when life presented you with a difficult situation and you took it up as challenge .

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