The vector u has a length of 7 and the vector has a length of 1. When the tails of the two vectors touch one another, the vectors make an angle of 120°. Find the dot product u. v. Round your answer to 1 decimal place. Submit par This feedback is based on your last submitted answer. Submit your changed answer to get updated feedback. * Your answer is incorrect. You scored 0 marks for this part. S

Q: Select the correct answer from the drop-down menu. The pair of coordinates that do not represent the…

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Q: Select the representations that do not change the location of the point (3,110°). a. (- 3,290°) b.…

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Q: Write the vector in the form . If necessary, round values to the nearest hundredth. ے ؟ 9 O(-8.46,…

A: Given: Magnitude of the vector = 9 Angle made by the vector with the positive x-axis=90°

Q: Find the magnitude of the vector  , 3−6 .   Write your answer in simplified radical form.

A: Let the vector be u=3,-6. To determine the magnitude of the vector v=x,y, use the formula v=x2+y2.

Q: Convert the following vectors to component form. The x-axis runs from left-to-right, while the…

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Q: Find the angle between the vectors to the nearest hundredth of a degree. p= and q =

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Q: Calculate the angle between the vectors and . Write your final answer in radians, either as an…

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