Geometry Archive: Questions from May 05, 2023
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2 answers
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2 answers
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Consider the triangle OAB where O is the origin, A=(0,10,20) and B=(x,y,z), where the vector B⃗ satisfies: (a) ||B⃗ ||=34 (b) cos(θ)=4/5 where θ is the angle between A⃗ and B⃗ Calculate the
Considere el triángulo \( O A B \) donde \( O \) es el origen, \( A=(0,10,20) \) y \( B=(x, y, z) \), donde el vector \( \vec{B} \) satisface: (a) \( \|\vec{B}\|=34 \) (b) \( \cos (\theta)=4 / 5 \) d2 answers -
Determine the range of the following graph. A. \( \{y \mid 0 \leq y \leq 15, y=R\} \) B. \( \{y \mid-4 \leq y \leq 4, y \in R\} \) C. \( \{y \mid y \in R\} \) D. \( \{y \mid-8 \leq y \leq 8, y \in R\}2 answers