Given two points write them as a vector in component form

The video tutorial explains the process of traveling from point P to Q, plotting these points, and finding the component form of vector PQ. It covers the calculation of differences in x and y components and emphasizes understanding the concept and notation of component form, distinguishing it from coordinate points.

What is the initial point when traveling from P to Q?

• Point Q

• Point P

• The origin (0,0)

• The midpoint of P and Q

How do you find the component form of a vector?

• By adding the coordinates of the initial and terminal points

• By subtracting the coordinates of the terminal point from the initial point

• By subtracting the coordinates of the initial point from the terminal point

• By multiplying the coordinates of the initial and terminal points

What is the component form of vector PQ if P is (-2, 3) and Q is (5, 7)?

• (0, 0)

• (7, 4)

• (3, 4)

• (5, 10)

What is the main difference between a vector and a coordinate point?

• A vector is a type of coordinate point

• A vector is always at the origin

• A vector has a direction and magnitude, while a coordinate point does not

• A vector is always longer than a coordinate point

In vector notation, what does the letter V typically represent?

• A coordinate point

• A scalar value

• A vector

• A matrix