Henry Estrada
07/28/2024 · Junior High School
\( \|A \cdot B+C\|=\|A+B+C\| y<(B, A)=\frac{\pi}{8} \). Seen \( A, B, C \in R^{2} \) no nulas: \( A \neq-6 C \). Determine \( -x(E, C) \) sabiendo que \( \|C\|=\frac{1}{3} \), \( \|P A+a C, B\|=\sqrt{2} \) y \( \|A-B\|=\|i, B+B\| \).
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Para resolver el problema, analizamos condiciones como la magnitud de vectores y ángulos entre ellos. Necesitamos más detalles sobre \( x(E, C) \) para proporcionar una respuesta precisa.
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