A=
AP=<t><c></t>
C0=V27
C1=V28
C2=V29
C3=
C4=
C5=
C6=
C7=
C8=
C9=
ES=Answers may vary.
F0=
F1=
F2=
H=$.hint$
INST=
M1=
M2=
M3=
M4=
M5=
M6=
M7=
M8=
M9=
MS=1
MW1=
MW2=
MW3=
MW4=
MW5=
MW6=
MW7=
MW8=
MW9=
N=
Q=Which kind of correlation would you expect for the indicated ordered pair? <nobr>\(V1, V2\)</nobr>
SA=Answers may vary.
T=M
TF=-1
TL=
TOL=+1E-4
U=NOUNIT
V0=I[1,3]
V1=L[V0: hours spent watching television per week, weekly gasoline bill, circumference of one's head \(in inches\)]
V10=L[V0:30,45,25]
V11=L[V0:35,50,26]
V12=L[V0:40,55,27]
V13=L[V0:45,60,28]
V14=L[V0:50,65,29]
V15=L[V0:47,150,10]
V16=L[V0:25,938,48]
V17=L[V0:22,1128,12]
V18=L[V0:20,1316,40]
V19=L[V0:19,1504,15]
V2=L[V0: percent eyesight deteriorated, miles put on car per week, height of one's house \(in feet\)]
V20=L[V0:18,1692,35]
V21=L[V0:4,1880,20]
V22=L[V0:2,2068,30]
V23=L[V0:1,2256,28]
V24=L[V0:0,2444,29]
V25=
V26=E"mkgraph(200,200,'',V5,V14,V30,V32,'colors=000000','axes=on','scale=auto','points=(V5,V15);(V6,V16);(V7,V17);(V8,V18);(V9,V19);(V10,V20);(V11,V21);(V12,V22);(V13,V23);(V14,V24)')"
V27=L[V0:a negative correlation, a positive correlation, no correlation]
V28=L[V0:a positive correlation, no correlation, a negative correlation]
V29=L[V0:no correlation, a negative correlation, a positive correlation]
V3=L[V0:5\,10\,15\,20\,25\,30\,35\,40\,45\,50, 20\,25\,30\,35\,40\,45\,50\,55\,60\,65, 20\,21\,22\,23\,24\,25\,26\,27\,28\,29\,30]
V30=E"V0==1?'V24':'V31'"
V31=E"V0==2?'V15':'V15'"
V32=E"V0==1?'V15':'V33'"
V33=E"V0==2?'V24':'V16'"
V4=L[V0:47\,25\,22\,20\,19\,18\,4\,2\,1\,0, 150\,938\,1128\,1316\,1504\,1692\,1880\,2068\,2256\,2444, 10\,48\,12\,40\,15\,35\,20\,30\,28\,29]
V5=L[V0:5,20,20]
V6=L[V0:10,25,21]
V7=L[V0:15,30,22]
V8=L[V0:20,35,23]
V9=L[V0:25,40,24]
W=<!--      //entering the data into a table      -->\n<step>\n<div=c><table=A1P10p0>\n<tr=K7><td=c>V1</td><td=c>V2</td></tr>\n<tr=K8><td=c>V5</td><td=c>V15</td></tr>\n<tr=K8><td=c>V6</td><td=c>V16</td></tr>\n<tr=K8><td=c>V7</td><td=c>V17</td></tr>\n<tr=K8><td=c>V8</td><td=c>V18</td></tr>\n<tr=K8><td=c>V9</td><td=c>V19</td></tr>\n<tr=K8><td=c>V10</td><td=c>V20</td></tr>\n<tr=K8><td=c>V11</td><td=c>V21</td></tr>\n<tr=K8><td=c>V12</td><td=c>V22</td></tr>\n<tr=K8><td=c>V13</td><td=c>V23</td></tr>\n<tr=K8><td=c>V14</td><td=c>V24</td></tr>\n</table>\n<p>Graph the given ordered pairs to obtain a scattergram looking like\n<p>V26\n</div>\n</step>\n<!--     //     -->\n<step>\nThe scattergram displayed above indicates that there is  <i><box>V27:V28:V29</box></i> between the V1 and V2.\n</step>
YN=-1
cnum=3
followup=
ilev=0
mcdm=1
mdm=0
mpc=unspecified
mpn=2
mpv=2.0
mwnum=2
ncd=-1
subject=unspecified
varnum=38
commentV1=          //item A label
commentV10=        //cell r6c1
commentV11=        //cell r7c1
commentV12=        //cell r8c1
commentV13=        //cell r9c1
commentV14=        //cell r10c1
commentV15=        //cell r1c2
commentV16=        //cell r2c2
commentV17=        //cell r3c2
commentV18=        //cell r4c2
commentV19=        //cell r5c2
commentV2=          //item B label
commentV20=        //cell r6c2
commentV21=        //cell r7c2
commentV22=        //cell r8c2
commentV23=        //cell r9c2
commentV24=        //cell r10c2
commentV27=        //ans
commentV28=        //dist1
commentV29=        //dist2
commentV3=          //item A for correlations
commentV31=//y min calcs
commentV33=//y max calcs
commentV4=          //item B for correlations
commentV5=        //cell r1c1
commentV6=        //cell r2c1
commentV7=        //cell r3c1
commentV8=        //cell r4c1
commentV9=        //cell r5c1