Advanced Math Archive: Questions from June 02, 2023
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2. Si loght = 0.2, logbr = 0.4 y logos = 0.5 evalúa las siguientes expresiones: a. logot³ (√³) b. logs² logb(³) c. (log,r²)²
2. Si \( \log _{b} t=0.2, \log _{b} r=0.4 \) y \( \log _{b} s=0.5 \) evalúa las siguientes expresiones: a. \( \log _{b} t^{3}\left(\sqrt[4]{r^{3}}\right) \) b. \( \frac{\log _{b} s^{2}}{\log _{b}(\sq2 answers -
Solve the initial value problem. \[ (\cos x) \frac{d y}{d x}+y \sin x=8 x \cos ^{2} x, \quad y\left(\frac{2 \pi}{3}\right)=\frac{-7 \pi^{2}}{18} \]2 answers -
Solve the initial value problem. \[ (\cos x) \frac{d y}{d x}+y \sin x=7 x \cos ^{2} x, \quad y\left(\frac{\pi}{3}\right)=\frac{43 \pi^{2}}{36} \]0 answers -
La matriz A representa el costo de distribuidor de 3 productos vendidos en las tres sucursales y la matriz B representa el precio de venta de 3 productos vendidos en las tres sucursales, donde A y B e
1. La matriz A representa el costo de distribuidor de 3 productos vendidos en las tres sucursales y la matriz \( \mathrm{B} \) representa el precio de venta de 3 productos vendidos en las tres sucursa1 answer -
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