Writing the Component Form of a Vector When Given Its Endpoints and Identifying Equivalent Vectors

Write the component form of the vector PQ→ when P = (3,-4) and Q = (-7,2).

<-10,6>

Write the component form of the vector PQ→ when P = (-1,-3) and Q = (1,4).

<2,7>

Write the component form of the vector PQ→ when P = (-1,-4) and Q = (3,-9).

<4,-5>

Write the component form of the vector PQ→ when P = (-1,4) and Q = (7,9).

<8,5>

Write the component form of the vector PQ→ when P = (-2,6) and Q = (7,9).

<9,3>

Are vectors PQ→ and MN→ equivalent vectors if P = (2,3), Q = (-1,4), M = (2,5), N = (-1,6)?

Yes

Are vectors PQ→ and MN→ equivalent vectors if P = (2,3), Q = (-1,4), M = (9,12), N = (6,13)?

Yes

Are vectors PQ→ and MN→ equivalent vectors if P = (2,3), Q = (-1,-4), M = (3,5), N = (-2,6)?

No

Are vectors PQ→ and MN→ equivalent vectors if P = (2,3), Q = (4,5), M = (2,5), N = (-1,6)?

No

Are vectors PQ→ and MN→ equivalent vectors if P = (4,5), Q = (1,6), M = (2,5), N = (-1,6)?

Yes