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Topic 3. Matter and Energy I.

Total questions: 13

Worksheet time: 9mins

Name
Class
Date
1.

A scalar quantity is a magnitude that just considers...

a)

direction and sense

b)

unit and direction

c)

sense and a number

d)

a number and a unit

2.

What are examples of scalar quantities?

a)

Speed

b)

Velocity

c)

Distance

d)

Displacement

3.

If this morning you left home to go to the school, and in the afternoon you got back... What was your displacement? The distance between your home and school is 10 km.

a)

0 km

b)

10 km

c)

Today I got virtual classes

d)

20 km

4.

A plane has a displacement of 30 miles at 28° to the southwest. What's its position using cardinal coordinates?

a)

First Quadrant

x= +

y= +

b)

Second Quadrant

x= -

y= +

c)

Third Quadrant

x= -

y= -

d)

Fourth Quadrant

x= +

y= -

5.

In what quadrant the value of x is negative, while y is positive?

a)

Quadrant I

b)

Quadrant II

c)

Quadrant III

d)

Quadrant IV

6.

The standard form for 4510345\cdot10^{-3}

(a)  

7.

What's the standard 9310693\cdot10^6

(a)  

8.

What prefix replaces 10610^{-6}

a)

μ (micro)

b)

η (nano)

c)

θ (tetha)

d)

G (giga)

9.

What prefix replaces 10910^9

a)

k (kilo)

b)

M (mega)

c)

G (giga)

d)

T (tera)

10.

The 96109 g96\cdot10^{-9}\ g can be rewritten like:

a)

96 dg

b)

96 mg

c)

96 μg

d)

96 ηg

11.

What elements define a Vector?

a)

Magnitude

b)

Rightwards and Leftwards

c)

positive and negative

d)

Sense

e)

Direction

12.

The next values are VECTORS, but what of them will be considered in this course?

a)

Electromagnetism

b)

Force

c)

Velocity

d)

Acceleration

e)

Momentum

13.

In the imaging systems the frequency of common use is given by X-Rays; but the intrinsically safe Terahertz technology offers a new option.

In what range this new frequency works?

a)


(0.3 10)109 Hertz\left(0.3\ \sim10\right)\cdot10^9\ Hertz

b)

(0.3 10)1012 Hertz\left(0.3\ \sim10\right)\cdot10^{12}\ Hertz

c)

(0.3 10)106 Hertz\left(0.3\ \sim10\right)\cdot10^6\ Hertz

d)

(0.3 10)1015 Hertz\left(0.3\ \sim10\right)\cdot10^{15}\ Hertz