Algebra-II
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Avg score: 38% • Most missed: “If p/a+q/b+r/c=1, and a/p+b/q+c/r=0, where p, q, r, a, b and c are non-zero, the…”
Algebra-II
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25 Questions

1. If x2+1/x2=66, then the value of (x2 - 1+2x)/x is,
2. If x+2/x=1, then (x2+x+2)/[x2(1 - x)+ is,
3. If a1/3=11 then a2 - 331a is
4. If x2+y2+z2=xy+yz+zx, then the value of, (4x+2y - 3z)/2x is,
5. If 3x+1/2x=5, then the value of 8x3+1/27x3 is,
6. If p+1/p=5, then the value of (p4+1/p2)/(p2 - 3p+1) is,
7. If 2x2 - 7xy+3y2=0, then the value of x:y is,
8. If p3+3p2+3p=7 then the value of p2+2p is,
9. If x= 3 5+2, then the value of x3 - 6x2+12x - 13, is,
10. If p/a+q/b+r/c=1, and a/p+b/q+c/r=0, where p, q, r, a, b and c are non-zero, the value of p2/a2+q2/b2+r2/c2 is,
11. If x+1/16x=1, then the value of 64x3+1/64x3 is,
12. If (x - a)(x - b)=1 and (a - b)+5=0, then (x - a)3 - 1/(x - a)3 is
13. If x=5(n - 1)+5(- n - 1) where n is real, the minimum value of x is,
14. If a = xy / x+y, b = xz / x+z and c = yz / y+z, where a, b and c are all non-zero numbers, then the value of x is:
15. Find the remainder when x5 - 9x2+12x - 14 is divided by (x - 3).
16. If a2+b2+1/a2+1/b2=4 then a2+b2 is,
17. If x=2.361, y=3.263, and z=5.624, then the value of x3+y3 - z3+3xyz is,
18. If p=1+√2+√3, then p+1/(p - 1) is,
19. If x1/3+y1/3 - z1/3=0 then value of (x+y - z)3+27xyz is,
20. If x=2015, y=2014 and z=2013 then the value of x2+y2+z2 - xy - yz - zx is,
21. The minimum value of (a - 2)(a - 9)(a - 2)(a - 9) is,
22. If x is real then the minimum value of 4x2 - x - 1 is, 1
23. The value of √(x - 4)2+ √(x - 2)2, where 2
24. If 6+1/x=x, then the values of x4+1/x4 is,
25. If 1.5x=0.04y then the value of (y2 - x2)/(y2+2xy+x2) will be,

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