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The vector matrix [6 -2] is rotated at different angles. Match the angles of rotation with the vector matrices they produce.
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The vector matrix [6 -2] is rotated at different angles. Match the angles of rotation with the vector matrices they produce.

User SAMIR RATHOD
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2 Answers

3 votes

Answer:

Hello your question is incomplete hence I will give you a general answer as regards rotation of vector matrix assuming angle of rotation =
(\pi )/(4)

answer :

angle of rotation =
(\pi )/(4)

vector matrix produced = attached below

Step-by-step explanation:

lets assume the vector matrix [ 6, -2 ] is rotated clockwise by an angle of
(\pi )/(4)

The resultant matrix = attached below

Result of the rotation = attached below

attached below is the detailed solution

The vector matrix [6 -2] is rotated at different angles. Match the angles of rotation-example-1
User Marco Aurelio
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4.3k points
2 votes

Answer: I got it right on Edmentum

Explanation: Answers attached below

The vector matrix [6 -2] is rotated at different angles. Match the angles of rotation-example-1
User Pavel Uspenskiy
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