During a storm, rain falls at a steady rate. When Michelle began keeping track of the total rainfall amounts, some rain had already collected in her collection bucket. Let t represent time in hours, and let r represent the number of inches of rain that fell. Which sketch models this situation? A: http://static.k12.com/calms_media/media/1512000_1512500/1512487/1/bd9267234c68fa9b7d12f156c884ce2223714f1a/MS_IMC_080714_130217.jpg B: http://static.k12.com/calms_media/media/1512000_1512500/1512488/1/d844311d5ae6178481d491f4273008ded3031d62/MS_IMC_080714_130218.jpg C: http://static.k12.co D: http://static.k12.com/calms_media/media/1512000_1512500/1512490/1/3559300224b15495c6e3775b2dc62ee92262228f/MS_IMC_080714_130220.jpg
at time t=0, there was already some rain in the r, in the bucket
okay
so on the graph, when t=0, the r value will not be zero |dw:1419808160708:dw|
see that?
if there were zero rain at t=0, then it would have started at the origin
how come it won't be zero?
When Michelle began keeping track of the total rainfall amounts, some rain had already collected in her collection bucket
"some rain had already collected in the bucket"
how come that won't be zero if it didn't
"When she began" means at time t=0
oh
okay sorry
you see why it starts at r>0 the rain is greater than zero
the dot is moved up some from the origin point
then, the other piece of information in the problem is: rain falls at a steady rate
that means the graph will be linear, a line with a constant slope, no curves
sloped upwards, because the rain in the bucket is increasing over time
oh okay
so overall, it should look like |dw:1419808449770:dw|
She already had some rain in the bucket when she began measuring, and the rain in the bucket increases at a constant rate over time
oh
as time moves forward, the rain goes up
you get all of it , or which part is confusing?
how does rain go up
if you had a cup outside during a storm, how will the amount of water inside the cup change over time
that is the r, vertical axis, the amount of rain in her bucket
there will be water in it
is it D?
|dw:1419808731752:dw|
during a storm, if you move horizontally into the future, the amount of rain will move vertically to more rain in the bucket
i'm pretty sure it woulld go all the way up to 4 because it don't take long for the buket to be full
bucket
am i right?
they didnt give you a rate of the rainfall, just that it increases over time, you just have to know that the line will slope upwards, at any rate
the more towards vertical the line becomes, the harder it is raining outside,
wait what!?
During a storm, rain falls at a steady rate. When Michelle began keeping track of the total rainfall amounts, some rain had already collected in her collection bucket. Let t represent time in hours, and let r represent the number of inches of rain that fell.
what was she doing counting the rain drops?
That is all the information you are given, you can conclude 2 things from that. 1) at the beginning time = 0, there is SOME rain in the bucket, that is why the point is starting at a positive value on the rain axis 2) the rain falls at a constant rate, the amount of rain in the bucket will be increasing as time goes on. the line slopes upwards
that is all you can tell
so which graph is it?
It doesnt say anything , about how much rain is falling per minute, just that the amount of rain collected is increasing over time
oh
so C
The graph that starts at a point somewhere on the rain axis, and has a line that slopes up
A?
i cant see, C the link is broken, but D is the one
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