If α,β are roots of the equation x2+5(√2)x+10=0, α β and Pn=αn−βn for each positive integer n, then

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If α, β are roots of equation x^2 + 5√2x + 10 = 0, α is greater than β and P_n = α^n − β^n for each If α, β are roots of equation x^2 + 5√2x + 10 = 0, α is greater than β and P_n = α^n − β^n for each
If α, β are roots of the equation x^2+ 5( √2)x + 10 = 0, and P_n = α ^n – β^n for each positive If α, β are roots of the equation x^2+ 5( √2)x + 10 = 0, and P_n = α ^n – β^n for each positive
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If alpha,beta are roots of the equation x^2+5√2x+10=0, Pn=alpha^n-beta^n for each positive integer n If alpha,beta are roots of the equation x^2+5√2x+10=0, Pn=alpha^n-beta^n for each positive integer n
If alpha, beta are roots of the equation x^2+5sqrt(2)x+10=0 and Pn=(alpha)^n -(beta)^n each positive If alpha, beta are roots of the equation x^2+5sqrt(2)x+10=0 and Pn=(alpha)^n -(beta)^n each positive
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