Help, Rational Equations?
The formula t = sqrt 2s/g gives the time in seconds for an object, initially at rest, to fall s feet. a. Solve the formula for s. (I got gt^2 over 2 equals s as my answer.) b. If g = 32.2, find the distance an object falls in the first 5 seconds. c. Find the distance an object falls in the first 10 seconds. Thank you!
It is C
A, b, and c are parts of a problem, not options.
ohhh ok kcool
a is right. b. plug in what you have then solve! you already know your equation is... \[s=\frac{ (g t)^{2} }{ 2 }\]
@jeremyggg is right :)
g = 32.2 and t = 5!
What does t and s represent?
you typed out the last part of the question "to fall s feet" so, lets work through this question where you do the work and i guide so you can figure out how to set these up!
Okay, then.
with the part A. that you did, you set up a way to solve all of your problems just by plugging in. now that we know that s is a distance, and for b it is giving you g=32.2 and a time = 5 try and set the new equation up!
I'm pretty sure now that I just forgot about what I typed earlier and thought that s was seconds. But this is what I did: (32.2)5^2/2 = s 32.2 x 25 / 2 = s 805/2 = s =403.5 ft.
*ahem, I meant 402.5 ft. Sorry.
this looks right! it is hard to tell what you have in your sqrt though. usually whatever belongs in there is in () like sqrt(2)s/g compared to sqrt(s2/g). but yeah, i would say that is right!
Okay, thanks :) I finished part c. I got 1610. Like this: (32.2) x 10^2 / 2 =s 3220/2 - s =1610 ft. Would that be right?
yep! good job! using s as the variable for height when there is also time in seconds was kinda mean of whoever created that problem!
It was kind of mean, but it was partly my fault too for forgetting about it in the first place, lol. Thank you very much for your help :) Somehow, I feel like singing at late night is going to be unsettling to my neighbors.
haha I know the feeling very well! There is nothing quite like FINALLY understanding math!
Disturbing mental image of a bunch of people holding up a giant "I HAS FINALLY PASSED MATH!1!!!11!!" sign with a bonfire and a disco...o_o Well, again, thanks a lot, and I hope I didn't waste your time :) Good night!
goodnight! ask for help anytime!
Join our real-time social learning platform and learn together with your friends!