Find the magnitude of $\mathbf{v}=⟨-21,-20⟩$.

Find the magnitude of $\mathbf{r}=⟨-3,-4⟩$.

A vector has initial point $(-4,-2)$ and terminal point $(-10,-6)$. Write the vector in component form.

Use the grid. Write the vector $\mathbf{v}$ in component form.

The vector $\mathbf{v}$ has initial point $(-1,-6)$ and terminal point $(3,-11)$. Write $\mathbf{v}$ in the form $a\mathbf{i}+b\mathbf{j}$.

Use the grid. Write the vector $\mathbf{v}$ in component form.

The vector $\mathbf{p}$ has initial point $(5,2)$ and terminal point $(-1,-5)$. Write $\mathbf{p}$ in the form $a\mathbf{i}+b\mathbf{j}$.

Find the magnitude of $\mathbf{v}=⟨-12,-5⟩$.

A vector runs from the point $(0,3)$ to the point $(-8,9)$. Find its magnitude.

A vector runs from the point $(4,0)$ to the point $(-16,21)$. Find its magnitude.

Find the magnitude of $\mathbf{v}=⟨-40,9⟩$.

Taken from the first point to the second, which pair of points gives the vector $⟨-8,-1⟩$?

Taken from the first point to the second, which pair of points gives the vector $⟨6,2⟩$?

Taken from the first point to the second, which pair of points gives the vector $⟨6,8⟩$?

The vector $\mathbf{v}$ has initial point $(2,-5)$ and terminal point $(8,-2)$. Write $\mathbf{v}$ in the form $a\mathbf{i}+b\mathbf{j}$.

The vector $\mathbf{w}$ has initial point $(4,0)$ and terminal point $(6,-8)$. Write $\mathbf{w}$ in the form $a\mathbf{i}+b\mathbf{j}$.

A vector runs from the point $(-1,-6)$ to the point $(-4,-10)$. Find its magnitude.

Use the grid. Write the vector $\mathbf{v}$ in component form.

Find the magnitude of $\mathbf{p}=⟨9,-12⟩$.

A vector runs from the point $(-2,5)$ to the point $(-14,0)$. Find its magnitude.

The vector $\mathbf{v}$ has initial point $(-1,-6)$ and terminal point $(-5,-1)$. Write $\mathbf{v}$ in the form $a\mathbf{i}+b\mathbf{j}$.

A vector has initial point $(-2,5)$ and terminal point $(-9,4)$. Write the vector in component form.

A vector has initial point $(-4,-2)$ and terminal point $(4,2)$. Write the vector in component form.

A vector runs from the point $(-3,6)$ to the point $(-19,-6)$. Find its magnitude.

Find the magnitude of $\mathbf{v}=⟨-7,-24⟩$.

Use the grid. Write the vector $\mathbf{v}$ in component form.

A vector has initial point $(1,4)$ and terminal point $(2,7)$. Write the vector in component form.

Find the magnitude of $\mathbf{r}=⟨-15,8⟩$.

Taken from the first point to the second, which pair of points gives the vector $⟨-5,8⟩$?

Use the grid. Write the vector $\mathbf{v}$ in the form $a\mathbf{i}+b\mathbf{j}$.