Logarithms

JEE Advanced · Mathematics · 7 past questions

1. Q1 2024 Paper 1

   Let $a = 3\sqrt{2}$ and $b = \dfrac{1}{5^{1/6}\sqrt{6}}$. If $x, y \in \mathbb{R}$ are such that…

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2. Q2 2022 Paper 2

   The product of all positive real values of $x$ satisfying the equation…

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3. Q3 2020 Paper 1

   Let $m$ be the minimum possible value of $\log_3(3^{y_1}+3^{y_2}+3^{y_3})$, where $y_1, y_2, y_3$ are real…

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4. Q4 2018 Paper 1

   The value of…

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5. Q5 2013 Paper 2

   If $3^x = 4^{x-1}$, then $x =$

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6. Q6 2012 Paper 1

   The value of…

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7. Q7 2011 Paper 1

   Let $(x_0, y_0)$ be the solution of the following equations…

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