The components of vectors Q and R are (-3.0, 5.5) and (9.2, 4.4) respectively. Determine the components of Q + R.
Answer Details
To find the components of Q + R, we need to add the corresponding components of the two vectors. Given the components of Q and R, we have:
Q = (-3.0, 5.5)
R = (9.2, 4.4)
Adding the corresponding components of Q and R, we get:
Q + R = (-3.0 + 9.2, 5.5 + 4.4) = (6.2, 9.9)
Therefore, the components of Q + R are (6.2, 9.9).
To summarize, we can find the components of the sum of two vectors by adding the corresponding components of the two vectors. In this case, the components of Q + R are (6.2, 9.9).