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A DAS GUPTA-Equations, Inequation and Expressions-Exercise
- If 4^(log(2)2x) = 36, then find x.
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- Solve abs(3x-1)= 2x, x in R.
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- Solve : |x+4|=3x-2, x in R
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- Solve : |x^(2)+x|-5=0 for real x
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- |x^2-2x-8|=2x
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- Solve : |x^(2)-x-6|=x+2 , x in R
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- Solve abs(x^2+x+1)= 3, x in R.
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- Solve : 2|x+1|^(2)-|x+1|=3 , x in R
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- Solve 2 abs(x+1)+ abs(x-3) = 4, x in R.
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- Solve : 2|3-x||+3|x-1|=4, x in R
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- Solve abs(2x+1)-2abs(x-2) = 5, x in R.
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- Solve : |x^(2)-x|+|x+1|=5 , x in R
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- Solve : |x^(2)+x+1|+|2x-3|=4x , x in R
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- Solve abs(2^(x+1)-1)+abs(2^(x+1)+1) = 2^abs(x+1).
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- Solve : absx^(x^2-x-2) = 1.
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- 2^(|y|)-|2^(y-1)-1|=2^(y-1)+1
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- Solve (x^2-3x-3)^abs(x+1) = 1.
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- Solve (x^2-x+6)/(x^2+5x-6) le 0
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- Solve log3(sqrtx+|sqrtx-1|)=log9(4sqrtx-3+4|sqrtx-1|).
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- |x-2|^log2x^(3-3logx4)=(x-2)^3
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