A=
AP=
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C9=
ES=Answers may vary.
F0=In V14, it can be estimated that
F1=V25
F2= billion dollars was spent on education.
H=$.hint$
INST=
M1=
M2=
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MS=1
MW1=
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N=V3
Q=Suppose the following are the amounts (to the nearest billion) spent on education for selected years:
\n
\n| $space:h1w150$ | \n V0 | \n V2 | \n V3 | \n V4 | \n
\n| V5 | \n V6 | \n V7 | \n V8 | \n
\n
Use a line graph to estimate how much was spent on education in V14. Round your final answer to the nearest whole number.
SA=Answers may vary.
T=F
TF=-1
TL=0.3
TOL=+1E-4
U=NOUNIT
V0=I[1985,1995]
V1=I(3)
V10=S"x"
V11=S"y"
V12=E"mkgraph(200,200,'',V0-0.25,V4+0.25,0,35, 'colors=000000', 'xtitle=year', 'ytitle=billions', 'axes=on', 'coord=on', 'selfticks=yes', 'xticks=V0,V2,V3,V4', 'yticks=0,5,10,15,20,25,30,35', 'polygon=(V0,V5),(V3,V7),(V4,V8):yes')"
V13=E"mkgraph(350,250,'',V0,V4,V5,V8,'scale=1,1','plottitle=Spending on Education','ytitle=Billions','polygon=(V0,V5),(V2,V6),(V3,V7),(V4,V8):yes')"
V14=L[V9:V15,V16,V17,V18,V19,V20]
V15=I(V0+1)
V16=I(V0+2)
V17=I(V0+4)
V18=I(V0+5)
V19=I(V0+7)
V2=I(V0+V1)
V20=I(V0+8)
V21=I((V6-V5)/(V2-V0)*(V14-V0)+V5)
V22=I((V6-V7)/(V2-V3)*(V14-V2)+V6)
V23=I((V8-V7)/(V4-V3)*(V14-V3)+V7)
V24=L[V9:V21,V21,V22,V22,V23,V23]
V25=I(V24*1)
V3=I(V2+V1)
V4=I(V3+V1)
V5=I[10,22]
V6=I(V5+4)
V7=I(V6+3)
V8=I(V7+2)
V9=I[1,6]
W=\nConstruct a line graph for the data.\n\n\n\nIn V14, it can be estimated that V25 billion dollars was spent on education.\n(round to the nearest whole number)
:: \n
YN=-1
cnum=4
followup=
ilev=0
mcdm=1
mdm=0
mpc=unspecified
mpn=2
mpv=2.0
mwnum=2
ncd=-1
subject=unspecified
varnum=30
commentV0= //year 1
commentV12= //graph
commentV13= //graph
commentV2= //year 2
commentV21= //use for 1 and 2
commentV22= //use for 3 and 4
commentV23= //use for 5 and 6
commentV3= //year 3
commentV4= //year 4
commentV5= //billions 1
commentV6= //billions 2
commentV7= //billions 3
commentV8= //billions 4