PLEASE HELP ILL MEDAL A scuba diver was exploring a reef 32.12 m below sea level. The diver ascended to the surface at a rate of 8.8 m/min. (a) Write an equation to model the situation. Use the formula d = rt. (b) Explain why it is reasonable to write the distance, d, as a positive number. (c) How long did it take the diver to reach the surface? Answer a b then c
d = 32.12 m; r = 8.8 m / min; t = ? The formula is: d = r t t = d / r t = 32.12 m : 8.8 m/min t = 3.65 min = 3 minutes and 39 seconds
So (a) 32.12m=8.8 (b) What (c) 3.65= 3 mins and 39 seconds
(a) d = rt plug in the given values 32.12 = 8.8t
(b) He is ascending so its reasonable to make the distance d positive.
Also the time and the rate will be positive so the distance will be positive
(c) ???
How long did it take??? (c)????
Note: if d = r t, then t = d / r. Just divide the distance by the rate (speed).
All I need is (c) PLEASEEEEEE TELLLL MEEEEEEEEEE :-(
Please be sure to include units of measurement in your work and your work. It's important to me (if not to you?) that you understand the principles involved here. d = r t is a general formula: distance equals rate times time. You MUST know this. If you want to calculate the amount of time required for the diver to ascend at 8.8 m/min when the distance involved is 32.12 m, you must divide this distance by the rate. Give it a try, please. Share your work.
3.65, I dont know
Where are your units of measurement? Your 3.65 is OK, but 3.65 can't stand alone.
What is\[\frac{ 32.12~m }{ 8.8\frac{ m }{ \sec } }?\]
Notice how you may cancel "m" here. m/m = 1
3.65m/sec ???
What is \[\frac{ 1 }{ \frac{ 1 }{ \sec } }?\]
1?
But do we really measure time in meters per second?
Idk
What do you know and what do you not know? We have the opp to clear things up here. I'll guide you but will not give you a direct answer.
Once again: You must divide the distance by the rate (speed).
time = distance / speed
\[time=t=\frac{ distance }{ speed}=\frac{ 32.12~m }{ 8.8\frac{ m }{ \sec } }=?\]
You have already gotten the numeric value correct; it is 3.65. But...3.65 what? Please simplify: \[\frac{ 1 }{ \frac{ 1 }{ \sec } }\]
3.65 m/sec
which is the logical unit of measurement for time here? meters per second, or seconds, or something else?
Does it sound right to say "The time elapsed was 5 meters per second?"
How many hours of sleep do you get each night?
It took 3.65m/sec for the diver to reach the surface
8-9hours y
But m/sec is speed, not time. You want time, not speed.
You gave me the correct unit of measurement there: You get 9 hours of sleep. Great. correct. you would not answer with "9 miles per hour," would you?
so seconds per m
Why does 'm' show up here?
3.6 minuntes?
Note this example: 1 divided by 1/8 is\[\frac{ 1 }{ \frac{ 1 }{ 8 } }=8\]
Yes. It takes the diver 3.65 sec to ascend 32.10 m. Yes.
In summary, time = distance / rate.
Okay so it takes the diver 3.65sec to ascend 32.10m
that's completely correct. Very good!
Thank you!!
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