m^(3)+3m^(2)-2=3m^(3)

Find the zeroes of the polynomial m^(3)-3m^(2)-m+3

If m is a real number such that m^(2)+1=3m the value of (2m^(5)-5m^(4)+2m^(3)-8m^(2))/(1+m^(2))

Decide it is quadratic equations m^3 +3m^3 - 2 = 3m^2

If sin A+cos A=m and sin^(3)A+cos^(3)A=n then (1)m^(3)-3m+n=0 (2) n^(3)-3n+ 2m=0(3)m^(3)-3m+2n=0 (4) m3+3m+2n=0

Solve : (5m^(2)+3m-4)+(3m^(2)+5m+7)-(2m^(2)-4m)

If m + (1)/(m) = sqrt3 , then find the simpliest value of (i) m^(2) + (1)/(m^(2)) and (ii) m^(3) + (1)/(m^(3)) :