Suggested: 6x2-x-15 - 6x2-x-1 - 6x2-x-1=0 - find the value of k such that the polynomial x2-(kx+6)x+2(2k-1) - resolve into partial fraction x2+x+1/x2-5x+6 - x2-(k+6)x+2(2k-1) - if x+1/x=6 find x2+1/x2 - if x2+1/x2=66 find the value of x-1/x - find the coefficient of x2 in the expansion of (3x-1/x)^6 - x+1/x=6 find x2+1/x2 - x+1/x=6 then x2-1/x2 - if x+1/x=6 find the value of x2+1/x2 - (x2+1/x2)-4(x+1/x)+6 - x2+1/x2-5x+6 - 6x2 x 1 Browse related:
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