MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN: 9781119256830
Author: Amos Gilat
Publisher: John Wiley & Sons Inc
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1 draw the best fit curve or best fit line using a ruler. 2. Determine the following information using your graph A- the slope of the line. Show calculations B- the y-intercept circle on the graph C. The equations that describes the line on the graph d: the density of the liquid A E: the mass of the graduated cylinder.
ams
CHM 1470 seiae pirtqs@ toT
poiigeno Baslo-ni or not bee Graphing Exercise R MOV OvIn oN 10lbunniweY
1alimie 16quo dong no busrt yd igang a
sleb nworpl
bos easlo poinub bib uoy eno eri of
199ita
The following data was collected in the lab. Using a pencil and a piece of graph paper, construct a graph
of the data. The independent variable (x-axis) is volume and the dependent variable (y-axis) is mass. Make
sure to completely label your graph. There should be a title for the graph, and the axes should be labelled
including the variable name and units in parentheses. Note the graph should fill about 80% of the page to
properly analyze the data (see any trends). (The y-axis should range from about 100 – 150, not 0 - 150)
Mass (g)
Volume (mL)
10.50
21.00
29.50
38.00
51.00
115.05
124.10
130.01
138.98
148.00
Mass refers to the mass of a graduated cylinder plus its contents.
Volume refers to the volume of liquid, labeled A, which was measured in the graduated cylinder.
1. Draw the best fit curve or best fit line using a ruler.
2. Determine the following information using your graph.
a. The slope of the line
(Show calculations)
nwo i no beinhg en bluone palimdue dGRD orlTeignmaxe eirt 1ofte rigeng bne toenebeeige uOy Isbo
woted betail s1s 2ubec09 190x1o cmmue Asp
b. The y-intercept
amuloo bnooCircle on graph) bluone bns exe y a no beiqe
nmuloo ra silt no bereii ed bluorie eixs Xsd no berlosp ed
C. The equation that describes the line on the graph.
Tiw geg eteoa nsloa heen ni ned) bans 33
ed of eldshey insbrogeb er T
oldshev Insbaegebni et brua
sisb or damp01
d. The density of liquid A.
Hint: density =
ee
enrio sois e. The mass of the graduated cylinder.
etsngo Explain how you got your answer. d xod noltao elxs
expand button
Transcribed Image Text:ams CHM 1470 seiae pirtqs@ toT poiigeno Baslo-ni or not bee Graphing Exercise R MOV OvIn oN 10lbunniweY 1alimie 16quo dong no busrt yd igang a sleb nworpl bos easlo poinub bib uoy eno eri of 199ita The following data was collected in the lab. Using a pencil and a piece of graph paper, construct a graph of the data. The independent variable (x-axis) is volume and the dependent variable (y-axis) is mass. Make sure to completely label your graph. There should be a title for the graph, and the axes should be labelled including the variable name and units in parentheses. Note the graph should fill about 80% of the page to properly analyze the data (see any trends). (The y-axis should range from about 100 – 150, not 0 - 150) Mass (g) Volume (mL) 10.50 21.00 29.50 38.00 51.00 115.05 124.10 130.01 138.98 148.00 Mass refers to the mass of a graduated cylinder plus its contents. Volume refers to the volume of liquid, labeled A, which was measured in the graduated cylinder. 1. Draw the best fit curve or best fit line using a ruler. 2. Determine the following information using your graph. a. The slope of the line (Show calculations) nwo i no beinhg en bluone palimdue dGRD orlTeignmaxe eirt 1ofte rigeng bne toenebeeige uOy Isbo woted betail s1s 2ubec09 190x1o cmmue Asp b. The y-intercept amuloo bnooCircle on graph) bluone bns exe y a no beiqe nmuloo ra silt no bereii ed bluorie eixs Xsd no berlosp ed C. The equation that describes the line on the graph. Tiw geg eteoa nsloa heen ni ned) bans 33 ed of eldshey insbrogeb er T oldshev Insbaegebni et brua sisb or damp01 d. The density of liquid A. Hint: density = ee enrio sois e. The mass of the graduated cylinder. etsngo Explain how you got your answer. d xod noltao elxs
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