Other Math Archive: Questions from April 21, 2023
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Let \( f(x, y)=2 x^{2} y^{4} \). Then \[ \begin{array}{r} f_{x}(x, y)= \\ f_{x}(-3, y)= \\ f_{x}(x, 2)= \\ f_{x}(-3,2)= \\ f_{y}(x, y)= \\ f_{y}(-3, y)= \\ f_{y}(x, 2)= \\ f_{y}(-3,2)= \end{array} \]2 answers -
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Write the equation for the sine function shown below. \[ \begin{array}{l} y=-1 \sin \theta \\ y=\sin \theta \\ y=-1 \sin 2 \theta \\ y=\sin -\theta \end{array} \]2 answers -
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Resolver la ecuación diferencial dada por coeficientes indeterminados. y''' − 6 y'' = 3 − cos x2 answers
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Resta de binarios. Debe mostrar todo el procedimiento que lo llevo a la respuesta. \[ 11011_{2}-1101_{2}= \]2 answers -
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Encuentre el vector unitario tangente de la curva dada. r (t) = (7 - 2t) yo + (2t - 4) j + (9 + t) k1 answer
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