Vectors Maths Quiz

Question 1 of 7

1

Which of the following are vector quantities?

Select one or more of the following:

Speed
Distance
Time
Velocity
Displacement
Force
Mass

Explanation

Question 2 of 7

1

Fill the blank space to complete the text.

A unit vector has a magnitude of .

Explanation

Question 3 of 7

1

The triangle rule is used to add vectors that join ❌.
The parallelogram rule is used to add vectors that join ❌.

Drag and drop to complete the text.

head to tail

tail to tail

head to head

Explanation

Question 4 of 7

1

Click on each orange point and write the correct answer.

If \(\vec{a}= \begin{pmatrix}5\\8\\\end{pmatrix}\), calculate \(2\vec{a}\).

Explanation

Question 5 of 7

1

Click on each orange point and write the correct answer.

If \(\vec{a}= \begin{pmatrix}4\\3\\\end{pmatrix}\), and \(\vec{b}= \begin{pmatrix}1\\-2\\\end{pmatrix}\) calculate \(\vec c\) where \(\vec c =\vec{a}-2\vec{b}\)

Explanation

Question 6 of 7

1

Click on each orange point and write the correct answer.

If \(\vec{a}= \begin{pmatrix}4\\3\\\end{pmatrix}\), and \(\vec{b}= \begin{pmatrix}1\\-2\\\end{pmatrix}\) calculate the magnitude of \(\vec {AB}\) .

Explanation

Question 7 of 7

1

Fill the blank space to complete the text.

If \(\vec{a}= \begin{pmatrix}2\\3\\\end{pmatrix}\), and \(\vec{b}= \begin{pmatrix}5\\7\\\end{pmatrix}\) calculate the magnitude of \(\vec {AB}\) .
\[|\vec{AB}|\]=

	Created by Niamh Ryan over 6 years ago

How well do you know your scalar and vectors? This quiz, the final part of our Vector series, tests your knowledge with definitions and equations to be solved. Can you get 100% first time around?

Vectors Maths Quiz

Question 1 of 7

Which of the following are vector quantities?

Select one or more of the following:

Explanation

Question 2 of 7

Fill the blank space to complete the text.

A unit vector has a magnitude of .

Explanation

Question 3 of 7

The triangle rule is used to add vectors that join ❌. The parallelogram rule is used to add vectors that join ❌.

Drag and drop to complete the text.

Explanation

Question 4 of 7

Click on each orange point and write the correct answer.

If \(\vec{a}= \begin{pmatrix}5\\8\\\end{pmatrix}\), calculate \(2\vec{a}\).

Explanation

Question 5 of 7

Click on each orange point and write the correct answer.

If \(\vec{a}= \begin{pmatrix}4\\3\\\end{pmatrix}\), and \(\vec{b}= \begin{pmatrix}1\\-2\\\end{pmatrix}\) calculate \(\vec c\) where \(\vec c =\vec{a}-2\vec{b}\)

Explanation

Question 6 of 7

Click on each orange point and write the correct answer.

If \(\vec{a}= \begin{pmatrix}4\\3\\\end{pmatrix}\), and \(\vec{b}= \begin{pmatrix}1\\-2\\\end{pmatrix}\) calculate the magnitude of \(\vec {AB}\) .

Explanation

Question 7 of 7

Fill the blank space to complete the text.

If \(\vec{a}= \begin{pmatrix}2\\3\\\end{pmatrix}\), and \(\vec{b}= \begin{pmatrix}5\\7\\\end{pmatrix}\) calculate the magnitude of \(\vec {AB}\) . \[|\vec{AB}|\]=

Explanation

The triangle rule is used to add vectors that join ❌.
The parallelogram rule is used to add vectors that join ❌.

If \(\vec{a}= \begin{pmatrix}2\\3\\\end{pmatrix}\), and \(\vec{b}= \begin{pmatrix}5\\7\\\end{pmatrix}\) calculate the magnitude of \(\vec {AB}\) .
\[|\vec{AB}|\]=