1.2 Study Guide Flash Cards
To study
What are the prefixes in the metric system
giga-
mega-
kilo-
heka-
deca-
Base Unit
deci-
centi-
milli-
micro-
nano-
pico-
femto-
atto-
Metric system Prefix Units and Scientific notation value
giga- G- 10^9
mega- M- 10^6
kilo- k- 10^3
heka- h- 10^2
deca- da- 10^1
Base Unit- 10^0
deci- d- 10^-1
centi- c- 10^-2
milli- m- 10^-3
micro- u- 10^-6
nano- n- 10^-9
pico- p- 10^-12
femto- f- 10^-15
atto- a- 10^-18
What is the relationship between the metric prefixes and base units?
The prefixes in the metric system tell you how many of the base unit is being represented.
What is mass?
How much matter an object has.
What is volume?
How much space and object takes up.
What is length?
How long and object is.
What is temperature?
How hot or cold something is.
What is the base unit for length?
Meters or m.
What is the base unit for mass?
Grams or g.
What is the base unit for volume?
Liters or l.
What is the base unit for temperature?
Kalve or K.
What is the order of finding Standard Deviation?
MEAN, VARIANCE, STANDARD DEVIATION!
How do you solve for the variance.
To calculate the variance, take each difference, square it, and then average the result.
How do you solve for the mean or average?
Add all of the numbers in a given data set and then divide the sum by the amount of original numbers.
How do you calculate Standard Deviation?
To calculate Standard Deviation you must find the variance. Then you must find the square root of the variance.
Find the variance.
3, 7, 8, 10, 16
Show your work.
- Find the mean of the data set.
(3+7+8+10+16)/5
44/5
8.8 = the mean
Find the difference between each of the data points and the mean.
8.8-3= 5.8
8.8-7= 1.8
8.8-8= 0.8
10-8.8= 1.2
16-8.8= 7.2
Take each difference and square them.
5.8^2 = 33.64
1.8^2 = 3.24
0.8^2 = 0.64
1.2^2 = 1.44
7.2^2 = 51.84
Find the mean of the data set.
(33.64+3.24+0.64+1.44+51.84)/5
90.8/5
18.16= the variance.