Compute the angle between the vectors. Round your answer to two decimal places.

Question

Quizplus · Accepted Answer

Using the formula for the cosine of the angle between two vectors, we have:
cos(theta) = (11eaa88b_93a6_bd3f_a696_3904a928d2ac • 11eaa88b_93a7_0b63_a696_8524f70b1695) / (|11eaa88b_93a6_bd3f_a696_3904a928d2ac| * |11eaa88b_93a7_0b63_a696_8524f70b1695|)
cos(theta) = (33) / (sqrt(255) * sqrt(270))
cos(theta) = 0.793
theta ≈ 37.82 degrees
Therefore, the angle between the vectors is approximately 37.82 degrees. The closest choice to this value is D, which has an angle of 37.83 degrees.

Compute the Angle Between the Vectors