After how many seconds would car 1 and car 2 have the same amount of fuel left in their tanks?
round to the nearest second.
car 1. f(s)= 18 - 2.33(s)
car 2. f(s)= 20 - 3.06(s)
round to the nearest second.
car 1. f(s)= 18 - 2.33(s)
car 2. f(s)= 20 - 3.06(s)
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car 1. f(s)= 18 - 2.33(s)
car 2. f(s)= 20 - 3.06(s)
18 - 2.33(s)= 20 - 3.06(s)
0.73(s)=2
s=2.7=3 seconds
car 2. f(s)= 20 - 3.06(s)
18 - 2.33(s)= 20 - 3.06(s)
0.73(s)=2
s=2.7=3 seconds
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you set them equal and do the math
18-2.33s=20-3.06s
0.73s=2
s=2.739726...
18-2.33s=20-3.06s
0.73s=2
s=2.739726...
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Wtf, this is taught in algebra 3? Some class..just set the equations equal to each other
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set them equal to eachother and solve for s. When i do this i get 2.739