The credit remaining on a phone card (in dollars) is a linear function of the total calling time made with the card (in minutes). The remaining credit after 35 minutes of calls is $24.40, and the remaining credit after 71 minutes of calls is $18.64 . What is the remaining credit after 104 minutes of calls?
are you there??
yeah im here! :D
this is a little involved since it is a line we need the slope look at the question and come up with 2 ordered pairs (x,y)
how about (7,5)
oh were you asking me to make one ?
)Point A is located at negative 7 over 10 and point B is located at negative 2 over 10. What is the distance between points A and B?
what sisi?
no from the question
hhow about (35,24.40) and (71,18.64) our third would be (104, y)
\[m=\frac{ y2-y1 }{ x2-x1}\]
oh okidoke !
we will use the above formula to find a slope can oyu plug the values in??
would i basically just use the last two points?
x2=35 x1=71 and y2=24.40 y1 = 18.64 do oyu see now??
yeuup! m= y1-y2/x1-x2 m=18.64-24.40/71-35
m=-5.76/36 now what?
ok do the math
-.16
thats what i got at least
m=-5.76/36=-.16 ok?
yeup!
now we need to use the point slope form \[y-y1 = m(x-x1)\]
use (35,24.40) \[y-24.4=-.16(x-35)\]
you nedd to put it in this slope intercept form form \[y=mx+b\]
sorry i'm doing two things at once here okidoke im not quite sure where to go from here im at y-24.4=-.16x+5.6
because i did the math on the one side
add 24.4 to both sides
oh right ah ! okidoke y=-.16x=30
now we have our line and we know x = 104 for our third point so plug it in the y=-.16(104) +30 what do you get??
46.64!
but that doesn't make any sensee
try one more time
oh dangit okidoke uhh 13.36!!
yep and that is your answer good job!! you can see the point falls on our line-graph
awesome thanks so much dude ! :DD
no problem!! i would advise you glance over this again and pay attention to the steps.
For sure thanks again! :)
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