Introduction/ back to basics Flashcards

1
Q

What is the repsective unit for Mass?

A

Dimensional symbol - M
Unit - kilogram (Kg)

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2
Q

What is the repsective unit for Length?

A

DImensional symbol - L
Unit - metre (m)

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3
Q

What is the repsective unit for Time?

A

Dimensional symbol - S
Unit- Second (s)

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4
Q

What is the repsective unit for force?

A

Dimensional symbol - F
Unit - Newton (N = m kg s-2)

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5
Q

How is force calculated?

A

Mass (m) x acceleration (a)

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6
Q

How many places will prefixes move the decimal point?

A

3 places

Apart from - deca, hecto, centi and deci

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7
Q

Is the symbol ever written as plural i.e., seconds?

A

NO

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8
Q

Are symbols lower case or upper case?

A

Lower case unless named after individual or larger than prefix of kilo (k)

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9
Q

How are units that are multiples of each shown?

A

Seperated by a space
m s = metres a second
ms = milliseconds

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10
Q

What does the expotent of unit with a prefix refer to?

A

Unit and prefix
KN2 = (KN)2 = KN x KN

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11
Q

How should physical constant and numbers with several digits on either side of the decimal point be written?

A

with a space between every 3 digits
95 959.599 995

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12
Q

How should numbers used in calculations interms of based or derived be expressed?

A

In terms of powers of 10 with expression as a final prefix

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13
Q

What is the exponentional of tera?

A

10*12

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14
Q

What is the exponentional of giga?

A

10*9

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15
Q

What is the exponentional of mega?

A

10*6

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16
Q

What is the exponentional of kilo?

17
Q

What is the exponentional of deca?

18
Q

What is the exponentional of deci, centi, milli, micro, nano and pico?

A

deci - 10-1
centi - 10
-2
milli - 10-3
micro - 10
-6
nano - 10-9
pico - 10
-12

19
Q

How are plane angular measuremenst expressed?

A

Radian (rad)
180* = pie rad

20
Q

How should you convert units from smaller to larger and vice versa?

A

Going smaller multiply (m to cm multiply by 100)
Going larger (divide by conversion factor cm to m divide by 100)

21
Q

What are natural number?

A

Counting number 1 2 3 4

22
Q

WHat are integers?

A

positive and negative whole number
-5 -4 -3
5 4 3

23
Q

What are rationals?

A

numbers that can be expressed as a ratio of 2 integers but can also be written as terminating or recurring decimals

24
Q

What are some examples of rationals?

25
What are irrationals?
numbers which cannot be expressed as either the ratio of 2 integers or recurring decimal
26
What is an example of an irrational?
square root 2 = 1.1442...
27
what is a + b?
sum of
28
what is a - b ?
difference between
29
What happens with a + a?
= 2a
30
What happens with a x a and a x a x a?
a*2 a*3
31
What happens with a x b?
ab (product of a and b)
32
What happens with -1 x a?
-a
33
What happens with 1/a?
a*-1 (reciprocal)
34
What are the numerator and denominator?
Num = top Den = bottom
35
What is an example of cancelling a fraction to its simplest form?
2/6 = 1/3
36
What is needed to add/ subtract fractions?
denominator must be the same so must find the lowest common denomiator
37
What do you do if the denominator is different for adding?
7/16 = 3/8 double 3/8 =6/16
38
How do you multiply fractions?
Multiply numerators to give new numerator Multiply denominators to give a new denominator 1/5 x 3/4 = 3/20
39
How do you divide a fraction?
flip the second fraction and multiply 1/2 / 3/4 = 1/2 x 4/3 =4/6