http://assets.openstudy.com/updates/attachments/51af3b89e4b05b167ed23c22-pyromancer-1370438863548-here.jpg Please read number 21 and help me solve :D
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Someone flippin help me please...
I am so sorry to say that i can't help you. I suck at those kinds of problems, sorry.
Aw that sucks. :)P Well whtevr.
Sorry.
glorified fractions .. whats the question?
It's TOTALLY OKAY
21, word problem ....
Read #21
Yes
find a round trip flying time
How do I start?
im gonna say you can start by calling your variables to and from .. t and f
you know the total distance is going to be twice the distance stated right?
I got 138,430/59r
But all I need to do is show my work and I can get an A
one direction is 18% faster t + f = 2(1270) t + ( t + t(18%)) = 2540 t + t + .18t = 2540 2.18t = 2540
the "format" in the book is just confusing to read, you need to be able to parse the instructions from the clutter
also, keep in mind the speed = distance/time
Ok, but how would i do this.. d/t=s 1270/1165.137615
d from At-Al = 1270mi speed Al-At = 18% speed from At-Al r = speed from At-Al in m/h find time for a round trip ----------------------------- r = 1270mi/t hours k = 1270mi/t hours, times (1.18) round trip time = r + k thats the best i got ..... solve for t?
ok
So was mine right?
s = d/t t = d/s 18% of t is equal to 18% of d/s a little adjusting ...\[t=\frac{1270}{s}+\frac{1270(1.18)}{s}\] \[t=\frac{1270(2.18)}{s}\] without knowing an actual speed or time value ... this is what we would be left with
So we can't solve?
it asks for a simplified expression, not for a numerical solution
But in the basck of my book it says the answer is 138,430/59r
the "r" is how they are formating it to their own delusions :)
ok then how do they get the actual number?
the trip to is given as: r = 1270/t; or t = 1270/r the trip back is 18% faster: r + r(.18) adding the 2 speeds gives us a round trip speed r + (r + r(.18)) 1270 + 1270 + 1270(.18) ------------------------- t 1270 + 1270 + 1270(.18) ------------------------- 1270/r 1270(2.18) ---------- = 2.18r 1270/r not really sure how the back of the book is trying to get at it, or even if the book is correct
hmm ok..sorry it took so long..i had to pee lol
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