Study Guide-----Chapter 2Test-----Wed. 10/19/16
Be able to calculate the volume of objects. (Length x Width x Height)(p. 9-12)
Example-4cm x 3cm x 12cm= 144cm3
1) 2 cm x 4cm x 6cm =______cm3 2) 3cm x 4cm x 5cm=______cm3
3) 2.4cm x 4cm x 6.2cm =______cm3 4) 7cm x 2cm x 2.5cm=______cm3
Be able to calculate for density, mass, or volume using one of the formulas below.(p. 8-16)
D = m/Vm =D x VV = m/D
**How do I know which formula to use??
Step 1: / From the problem find out what you are given and what you are missing. / Mass= 33gVolume= 11cm3
Missing--Density
Step 2: / Choose the formula that begins with what you are missing. / D = m/V
Step 3: / Plug in numbers and units and solve. / D= 33g/11cm3
D= 3g/cm3
Directions: Given the mass, volume, or density of the following problems, calculate the missing value. Don’t forget units!!
Example- Mass = 24gWhat’s missing?!?
Volume = 8cm3 (Density)
1. Choose formula - D = m/V
2. Plug in numbers and units - 24g/8cm3
3. Do calculations with final units - 3g/cm3
D = m/Vm =D x VV = m/D
5) Mass = 45g
Volume = 15cm3
6) Volume = 26.5cm3
Density = 1.7g/cm3
7) Mass = 617g
Density = 9.4g/cm3
8) Find the density of a substance that has a volume of 88cm3 and a mass of 29.3g.
9) If a rock has a mass of 228g and a density of 2.1g/cm3, what is its volume?
10) What is Mr. Glodek’s mass if he has a density of 2.34g/cm3 and takes up 38,852cm3 of space?
Be able to know the 4 types of graphs (notes and ‘Graph’ powerpoint in Paxton’s website)
11) ______12) ______
13) ______14) ______
Be able to know the difference between independent and dependent variables (notes and ‘Graph’ powerpoint in Paxton’s website)
15) Independent variable-
16) Dependent variable-
**Review anything else from the packet that we covered**
Answers
1) 485) 3g/cm3 9) 108.57cm3 13) pie
2) 606) 45.05g 10) 90,913.68 g 14) line
3) 59.927) 65.64 cm3 11) scatterplot
4) .358) 0.33g/cm312) bar
15) The independent variable is the variable you believe might influence another variable.
(x axis)
16) Thedependent variable is the variable that you hope will change as a result of the experiment.
(y axis).