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Solve for x: ln(x) + ln(2x + 1) = 0?

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  • Solve for x: ln(x) + ln(2x + 1) = 0?


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Hint: e^ each side to get x(2x+1) = 1. This is a quadratic eqs hence you can solve. Make sure your x's are part of the initial domain. Dont forget to vote ...
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Positive: 67 %
Solve for x: ln (2x+1) + ln (x) = 0 To solve a logarithmic equation, ... Resulting in a quadratic equation which we may solve by 2x2 + x ! 1 = 0 factoring ...
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Positive: 64 %

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Solving Equations with e and ln x ... Solve for y: 1. ln(y + 1) + ln(y − 1) = 2x + ln x ... (y−1) = e2 x+ln x eln ...
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Positive: 67 %
Answer (1 of 4): Logarithms are awesome. They have tons of cool little properties that we can use. I see two ways to solve this equation. Add ln(2x) to ...
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Positive: 62 %
Online calculation with the function solve according to the solve(ln(x)+ln(2x-1)=0)
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Positive: 48 %
∀p > 0: ln(x)=o(xp) fu¨r x → ∞. Denn: ln(x) xp = ln (xp)1/p xp = 1 p ln(xp) xp → 0 fu¨r x → ∞. 10 4 6 8 9 7 0 3 1 5 2 x1/3 x1/4 lnx 1000. 30 ...
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Positive: 25 %

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