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MODERN PUBLICATION-LINEAR INEQUATIONS-EXERCISE
- If omega ne 1 and omega^3=1, then : (a omega+b+c omega^2)/(a omega^2+...
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- The centre of a regular hexagon is at the point z = i. If one of its v...
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- If the roots of the equation 1/(x+p)+1/(x+q)=1/r, (x ne -p, x ne -q, r...
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- The solution of the equation : (3+2 sqrt2)^(x^2-8)+ (3+2 sqrt2)^(8-x^2...
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- If 2 - i is a root of the equation ax^2+ 12x + b=0 (where a and b are ...
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- If one root of the equation lx^2+mx+n=0 is 9/2 (l, m and n are positiv...
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- If x^2+ 4ax +2 >0 for all values of x, then a lies in the interval:
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- If x+iy= sqrt(((a+ib))/((c+id))), then x^2+y^2 equals :
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- The solution of the equation |z|-z=1+2i is :
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- If alpha and beta are the roots of x^2+x+1=0, then alpha^16 + beta^16 ...
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- The complex number (1+2i)/(1-i) lies in:
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- If P is a point in the Argand diagram corresponding to the complex num...
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- The smallest positive integral value of ‘n’ such that [(1+sin frac (pi...
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- For (|x-1|)/(x+2) <1, x lies in the interval :
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- If a, b, c >0 and if abc=1, then the Value of a+b+c+ab+bc+ca lies in t...
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- Let z and w be two complex numbers such that |z|le1, |w|le1 and |z-iw|...
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- Find the range of f(x)=(x^2+34 x-71)/(x^2+2x-7)
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- If ax^2+bx+c=0 and 2x^2+3x+4=0 have a common root, where a, b, c in N ...
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- If (3+i)(z+bar z)-(2+i) (z- bar z)+14i=0, then z bar z =
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- 4+5((-1+i sqrt3)/2)^2008 +3((-1+i sqrt3)/2)^2009=
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