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How to use it?
- Inequation:
- (x−6)−4≥6(x−7)
- log(x+3)+log(x+2)>=-1
- |3*x^2+3x-(x+1)^2|<1
- 5+x>3x-3(4x+5)
- Derivative of:
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5+x
- Integral of d{x}:
- 5+x
- Limit of the function:
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5+x
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Identical expressions
- five +x> three x-3(4x+ five)
- 5 plus x greater than 3x minus 3(4x plus 5)
- five plus x greater than three x minus 3(4x plus five)
- 5+x>3x-34x+5
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Similar expressions
- 5+x>3x+3(4x+5)
- 5-x>3x-3(4x+5)
- 5+x>3x-3(4x-5)
5+x>3x-3(4x+5) inequation
The solution
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5 + x > 3*x - 3*(4*x + 5)
$$x + 5 > 3 x - 3 \left(4 x + 5\right)$$
x + 5 > 3*x - 3*(4*x + 5)
Solving inequality on a graph