Free Printable May 7th Practice

1.

One of the following is not a scalar:

a)

5

b)

$\sqrt{\pi}$

c)

$\log_{10}100$

d)

$3i+4j$

2.

If a and b are perpendicular vectors, then:

a)

The scalar product cannot be done.

b)

The scalar product is zero.

c)

They have to have the same magnitude.

d)

The scalar product is 1.

3.

One of the following statements is false:

a)

$3i+2j$ is the direction vector

b)

$i+5j$ is the position vector

c)

This line passes through the point (4,7)

d)

t can only take integer values

4.

One of the following statements is false:

a)

This line can be written in the form y = mx + b

b)

x = 1+ 3t

c)

y = 5 + 2t

d)

This line passes through the origin.

5.

One of the followig statements is false:

a)

p and q are parallel

b)

The scalar product of p and q is 15

c)

the magnitude of p is $2\sqrt{5}$

d)

the magnitude of q is $\sqrt{5}$

6.

One of the following statements is false:

a)

p and q are not parallel

b)

p + q cannot be calculated

c)

$\left|p\right|>\left|q\right|$

d)

$\left|p+q\right|>\left|q\right|$

7.

A(1,2,3) and B(3,2,1), then vector AB is

a)

$2i-2k$

b)

$-2j+2k$

c)

$4i+4j+4k$

d)

not enough data to answer

8.

If the figure is a parallelogram, one of the following equations is false:

a)

AB = AC + CB

b)

AD = -CB

c)

AB=-DC

d)

DB = DC+DA

9.

The following are examples of vector quantities, except:

a)

acceleration

b)

force

c)

weight

d)

speed

10.

Given vectors a and b, one of the following statements is not true:

a)

a + b is a vector

b)

a - b is a vector

c)

2a + b is a vector

d)

11.

If a + b = a, then we can assure that:

a)

b is perpendicular to a

b)

a and b are parallel

c)

b is the zero vector

d)

a and b are unit vectors.

May 7th Practice

Total questions: 11

Worksheet time: 12mins

Similar Resources on Wayground