Physics
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Use the information in the image below to determine magnitude and direction for the vector product of vectors M and N.
Find the vector magnitude and direction of the vector product M x N for the two vectors below.
Given î, ĵ and k̂ represent unit vectors along the +x, +y, and +z axes respectively. Determine the cross products of the following: ĵ × î, k̂ × î, and k̂ × ĵ.
Consider two vectors, RRR and SSS. Vector RRR points in the direction of the +x-axis, while vector SSS is directed along the -y-axis. Determine the magnitude of the cross-product RRR × SSS.
Find the cross product (C × D ) when the given vectors are C = 2î + 3ĵ and D = î - 4ĵ + 5k̂
Find the cross product (E ✕ F ) of the given vectors.
Consider vectors CCC and DDD in three-dimensional space. Describe the direction of CCC × DDD, such that CCC points northeast and DDD points southeast.
If vector PPP = 5.2î - 2.9ĵ + 1.8k̂ and vector QQQ = 6.7î + 3.4ĵ - 2.1k̂. Find i) their cross-product, ii) the angle between the two vectors.