⎯ is drawn, and its perpendicular bisector, line m, is constructed. Point is on line m but not on ⎯⎯. Label the intersection of
⎯ and line m as . Which of the following statements are true? Select all that apply.
A. Reflecting point across line m matches point with point .
B. =
C. ∠=∠
D. Reflecting ⎯⎯ across line m shows that = .
E. △ is the translation image of △ .
SELECT ALL THAT APPLY
A. Reflecting point across line m matches point with point .
B. =
C. ∠=∠
D. Reflecting ⎯⎯ across line m shows that = .
E. △ is the translation image of △ .
SELECT ALL THAT APPLY
1 answer:
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Answer:
Third option <3, 9>
Step-by-step explanation:
u and v are two vectors and we know the Cartesian components of these vectors.
We must find the sum of u + v.
If we have the Cartesian components of both vectors then the sum of both is done by adding the components of u with the components of v.
Where i is the vertical component and j is the horizontal component
Then u + v is