Let α,β (α≠β) be the values of m, for which the equations x+y+z =1; x+2y+4z = m and x+4y+10z = m^2

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Let α,β (α≠β) be the values of m, for which the equations x+y+z =1; x+2y+4z = m and x+4y+10z = m^2 Let α,β (α≠β) be the values of m, for which the equations x+y+z =1; x+2y+4z = m and x+4y+10z = m^2
Let α, β be the values of m, for which the equations x+y+z=1, x+2y+4z=m & x+4y+10z=m^2 have infinite Let α, β be the values of m, for which the equations x+y+z=1, x+2y+4z=m & x+4y+10z=m^2 have infinite
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