Some amusement parks feature a free-fall ride that briefly simulates the effect of weightlessness. Riders are lifted to the top of a tall tower in a specialized seating container and then dropped briefly before the container is finally slowed to a stop. Describe the trip to the top of the ride in terms of speed, velocity, and acceleration.
Describe the riders’ speed, velocity, and acceleration while they are sitting in their seats
at the top waiting to be dropped.
Describe the trip down from the top in terms of speed, velocity, and acceleration.

thx you for the free points ᗷITᑕᕼ

Explanation:

here are some things you could say in bed:

1. IT ᖴEEᒪᔕ ᔕO GOOᗪ TᕼᗩT I ᗯᗩᑎT TO ᔕᑕᖇEᗩᗰ.

ᗩᒪTᕼOᑌGᕼ IT’ᔕ ᑎOT ᗩ ᐯEᖇY ᕼIGᕼ-ᑭITᑕᕼEᗪ ᑭᕼᖇᗩᔕE, Iᖴ YOᑌ ᔕᗩY IT ᗩT TᕼE ᖇIGᕼT TIᗰE ᗩᑎᗪ ᗯITᕼ ᗩ ᔕEᑎᔕᑌᗩᒪ ᐯOIᑕE, YOᑌ’ᒪᒪ ᔕᑌᖇEᒪY E᙭ᑕITE ᕼIᗰ ᗩ ᒪOT.

2. I ᒪOᐯE ᕼOᗯ YOᑌᖇ TOᑎGᑌE ᖴEEᒪᔕ TᕼEᖇE.

ᗷEᔕIᗪEᔕ ᗷEIᑎG ᗩ ᔕEᑎᔕᑌᗩᒪ ᑭᕼᖇᗩᔕE, Iᔕ ᗩ ᗯᗩY TO GO IᑎᗪIᑕᗩTIᑎG ᗯᕼᗩT Iᔕ ᗯᕼᗩT YOᑌ ᒪIKE TO GET TO KᑎOᗯ Eᗩᑕᕼ OTᕼEᖇ ᗷETTEᖇ.

3. YOᑌ’ᖇE ᗩ ᗷᗩᗪ ᗷOY.

ᗰᗩᑎY ᗰEᑎ (ᗩᑎᗪ ᗯOᗰEᑎ) ᒪIKE TO ᑭᒪᗩY ᖇOᒪEᔕ ᗩᑎᗪ ᒪIKE TO ᗷE ᗰᗩᗪE TO ᖴEEᒪ ᒪIKE ᗪIᖇTY ᗩᑎᗪ ᗷᗩᗪ ᗷOYᔕ, ᔕO Iᖴ YOᑌᖇ ᑭᗩᖇTᑎEᖇ ᒪIKEᔕ IT, ᔕᗩY IT Iᑎ YOᑌᖇ Eᗩᖇ ᗯᕼIᒪE YOᑌ ᑕᗩᖇEᔕᔕ ᕼIᗰ.

4. ᔕᑫᑌEEᘔE ᗰE ᕼᗩᖇᗪEᖇ.

ᗩᑎOTᕼEᖇ ᗯᗩY TO TEᒪᒪ YOᑌᖇ ᑭᗩᖇTᑎEᖇ ᗯᕼᗩT YOᑌ ᒪIKE. TEᒪᒪ ᕼEᖇ TO ᔕᑫᑌEEᘔE ᔕOᗰE ᑭᗩᖇT Oᖴ YOᑌᖇ ᗷOᗪY TᕼᗩT YOᑌ ᒪIKE ᗷEᔕT ᗩᑎᗪ ᑌᔕE ᗩ ᔕᑌGGEᔕTIᐯE ᗩᑎᗪ ᔕEᑎᔕᑌᗩᒪ ᐯOIᑕE TO ᗰᗩKE IT E᙭ᑕITIᑎG.

5. I’ᐯE ᗷEEᑎ ᗯᗩITIᑎG ᖴOᖇ YOᑌ ᗩᑎᗪ IᗰᗩGIᑎIᑎG TᕼE ᗯᕼOᒪE ᗪᗩY.

ᗩ ᑭᕼᖇᗩᔕE YOᑌ ᑕᗩᑎ ᑌᔕE ᖇIGᕼT Iᑎ ᖴOᖇEᑭᒪᗩY. ᗷEᔕIᗪEᔕ ᗷEIᑎG ᐯEᖇY E᙭ᑕITIᑎG YOᑌ ᗰᗩKE IT ᖴEEᒪ GOOᗪ ᗩᑎᗪ ᗪEᔕIᖇEᗪ, TᕼᗩT ᗩᒪᗯᗩYᔕ IᑎᑕᖇEᗩᔕEᔕ TᕼE E᙭ᑕITEᗰEᑎT.

6. IT’ᔕ ᔕO ᗷIG IT ᕼᑌᖇTᔕ, ᗷᑌT I ᗯᗩᑎT ᗰOᖇE.

ᗩT TᕼE ᗰOᗰEᑎT Oᖴ ᕼIGᕼEᔕT ᑕᒪIᗰᗩ᙭ YOᑌ ᑕᗩᑎ ᔕᗩY ᔕOᗰETᕼIᑎG ᒪIKE TᕼᗩT. IT’ᔕ ᗩ ᗪIᖇTY ᑭᕼᖇᗩᔕE TᕼᗩT’ᔕ ᐯEᖇY E᙭ᑕITIᑎG. ᗪOᑎ’T ᖴOᖇGET TO TEᒪᒪ ᕼEᖇ Iᑎ ᗩ ᔕEᑎᔕᑌᗩᒪ TOᑎE.

7. ᑭᑌT IT Iᑎ ᑎOᗯ.

ᗩᖴTEᖇ ᗰᗩᑎY ᑭᖇEᐯIOᑌᔕ GᗩᗰEᔕ ᗩᑎᗪ TᕼᗩT TᕼE IᑎTEᑎᔕITY ᕼᗩᔕ IᑎᑕᖇEᗩᔕEᗪ, YOᑌ ᑕᗩᑎ TEᒪᒪ ᕼIᗰ TᕼIᔕ ᗪIᖇTY ᑭᕼᖇᗩᔕE TᕼᗩT ᗯIᒪᒪ ᔕᑌᖇEᒪY ᖇᗩIᔕE TᕼE TEᗰᑭEᖇᗩTᑌᖇE EᐯEᑎ ᗰOᖇE.

8. I ᖴEEᒪ ᔕO ᗯET.

TᕼIᔕ ᔕEᑎTEᑎᑕE Iᔕ ᐯEᖇY E᙭ᑕITIᑎG ᗷEᑕᗩᑌᔕE YOᑌ ᗯIᒪᒪ ᗰᗩKE ᕼIᗰ ᖴEEᒪ TᕼᗩT ᕼE Iᔕ ᗪOIᑎG ᗩ GOOᗪ ᒍOᗷ. TᕼᗩT ᗯIᒪᒪ ᗰᗩKE YOᑌ ᗰOᖇE ᗪIᒪIGEᑎT ᗩᑎᗪ IᑎᑕᖇEᗩᔕE YOᑌᖇ ᔕEᑕᑌᖇITY.

9. IT’ᔕ GETTIᑎG ᖇEᗩᒪᒪY ᕼᗩᖇᗪ.

YOᑌ ᑕᗩᑎ ᔕᗩY TᕼIᔕ ᑭᕼᖇᗩᔕE ᗯITᕼ ᗩ ᐯEᖇY ᔕEᑎᔕᑌᗩᒪ ᗩᑎᗪ ᔕᑌGGEᔕTIᐯE ᐯOIᑕE ᗯᕼIᒪE YOᑌ ᑕᗩᖇEᔕᔕ IT. I’ᗰ ᔕᑌᖇE IT’ᒪᒪ ᖇᗩIᔕE TᕼE TEᗰᑭEᖇᗩTᑌᖇE EᐯEᑎ ᖴᑌᖇTᕼEᖇ.

10. YOᑌ ᗰᗩKE ᗰE ᔕO ᕼOT.

YOᑌ ᑕᗩᑎ ᔕᗩY TᕼIᔕ TO YOᑌᖇ Eᗩᖇ ᗯᕼEᑎ TᕼEY’ᖇE ᒍᑌᔕT ᑭᒪᗩYIᑎG ᖴOᖇEᑭᒪᗩY Oᖇ ᒍᑌᔕT KIᔕᔕIᑎG YOᑌ. TᕼEᔕE ᗩᖇE ᗰᗩGIᑕ ᗯOᖇᗪᔕ TO TᗩKE YOᑌ TO TᕼE ᑎE᙭T ᒪEᐯEᒪ.

11. I’ᗰ TOᑌᑕᕼIᑎG ᗰYᔕEᒪᖴ ᖇIGᕼT ᑎOᗯ.

ᑌᔕE ᔕOᗰE ᗪIᖇTY ᑭᕼᖇᗩᔕEᔕ TO ᔕEᑎᗪ TᕼEᗰ ᗷY ᗰEᔕᔕᗩGE TᕼᖇOᑌGᕼOᑌT TᕼE ᗪᗩY. YOᑌ’ᒪᒪ ᔕᑌᖇEᒪY GET ᕼEᖇ E᙭ᑕITEᗪ ᗩᑎᗪ ᗯᕼEᑎ YOᑌ ᔕEE TᕼEᗰ, TᕼEᖇE’ᒪᒪ ᗩᒪᖇEᗩᗪY ᗷE ᗩ ᒪOT Oᖴ IᑎTEᑎᔕITY.

12. I’ᗰ ᑎOT ᗯEᗩᖇIᑎG ᗩᑎY ᑌᑎᗪEᖇᗯEᗩᖇ TOᗪᗩY.

TᕼIᔕ Iᔕ ᗩᑎOTᕼEᖇ ᑭᕼᖇᗩᔕE YOᑌ ᑕᗩᑎ ᔕEᑎᗪ TO YOᑌᖇ ᑭᗩᖇTᑎEᖇ ᗷEᖴOᖇE YOᑌ ᗰEET. Iᖴ YOᑌ ᖴEEᒪ ᗰOᖇE ᗪᗩᖇIᑎG, YOᑌ ᑕᗩᑎ ᗩᑕᑕOᗰᑭᗩᑎY IT ᗯITᕼ ᗩ ᔕᑌGGEᔕTIᐯE ᑭᕼOTO. ᗷᑌT ᖇEᗰEᗰᗷEᖇ TᕼᗩT YOᑌ ᗰᑌᔕT ᕼᗩᐯE ᗩ ᒪOT Oᖴ ᑕOᑎᖴIᗪEᑎᑕE Iᑎ ᕼIᗰ ᗩᑎᗪ TᕼᗩT ᕼE ᗯOᑎ’T ᗰIᔕᑌᔕE YOᑌᖇ ᑭᕼOTOᔕ.

13. I ᗯᗩᑎT TO ᔕᑕᖇEᗩᗰ, IT’ᔕ ᔕO E᙭ᑕITIᑎG.

ᗪᑌᖇIᑎG TᕼE ᑕᒪIᗰᗩ᙭ YOᑌ ᑕᗩᑎ ᗯᕼIᔕᑭEᖇ TᕼIᔕ Iᑎ ᕼIᔕ Eᗩᖇ. EᔕᑭEᑕIᗩᒪᒪY Iᖴ TᕼEY’ᖇE Iᑎ ᗩ ᖴOᖇᗷIᗪᗪEᑎ ᑭᒪᗩᑕE Oᖇ ᗯᕼEᖇE YOᑌ ᑕᗩᑎ’T ᔕᕼOᑌT ᗰᑌᑕᕼ, IT’ᔕ ᗩ ᑭᕼᖇᗩᔕE TᕼᗩT ᕼEᒪᑭᔕ ᖇᗩIᔕE TᕼE TEᗰᑭEᖇᗩTᑌᖇE.

14. I’ᐯE ᕼᗩᗪ ᖴᗩᑎTᗩᔕIEᔕ ᗩᗷOᑌT TᕼIᔕ ᗰOᗰEᑎT ᗩᒪᒪ ᗪᗩY.

ᔕOᗰE ᗯOᖇᗪᔕ ᗩᖇE IᗪEᗩᒪ TO IGᑎITE TᕼE ᔕᑭᗩᖇK. TᕼIᔕ ᑭᕼᖇᗩᔕE ᗰᗩY ᗷE ᑌᔕEᖴᑌᒪ ᖴOᖇ TᕼᗩT. ᗩᔕ ᔕOOᑎ ᗩᔕ YOᑌ ᔕEE ᕼIᗰ ᗩᑎᗪ TᕼEY ᔕTᗩᖇT ᗯITᕼ ᗩ ᖴOᖇEᑭᒪᗩY Oᖇ KIᔕᔕEᔕ, TEᒪᒪ ᕼIᗰ Iᑎ ᗩ ᔕEᑎᔕᑌᗩᒪ ᐯOIᑕE.

15. ᑕᗩᒪᒪ ᗰE ᗩ ᗷITᑕᕼ.

ᗩ ᖴEᗯ ᗪIᖇTY ᗯOᖇᗪᔕ TO Tᑌᖇᑎ Oᑎ TᕼE TEᗰᑭEᖇᗩTᑌᖇE, ᔕᑌᖇEᒪY ᗰᗩᑎY ᖴIᑎᗪ IT ᗰOᔕT E᙭ᑕITIᑎG.

16. ᔕᑕᖇᗩTᑕᕼ ᗰE ᕼᗩᖇᗪ.

ᔕOᗰE ᗪIᖇTY ᗯOᖇᗪᔕ ᗩᒪᔕO ᗯOᖇK TO GET YOᑌ TO TEᒪᒪ ᕼEᖇ ᗯᕼᗩT YOᑌ ᒪIKE. ᒪOTᔕ Oᖴ ᑭEOᑭᒪE ᒪIKE ᗩ ᒪITTᒪE ᔕTᖇOᑎG TᖇEᗩTᗰEᑎT. Iᖴ ᕼIᔕ Iᔕ EᐯEᑎ ᗰOᖇE IᑎTEᑎᔕE, ᒪET ᕼIᗰ KᑎOᗯ.

17. I ᗯᗩᑎT TO ᒪIᑕK YOᑌᖇ ᗯᕼOᒪE ᗷOᗪY.

IᗰᗩGIᑎE TEᒪᒪIᑎG ᕼIᗰ TᕼIᔕ ᗪIᖇTY ᑭᕼᖇᗩᔕE Iᑎ TᕼE ᗰIᗪᗪᒪE Oᖴ ᗩ ᖴOᖇᗰᗩᒪ ᗪIᑎᑎEᖇ. ᔕOᗰETᕼIᑎG ᗪIᔕᑕᖇEET TO TᕼE Eᗩᖇ TᕼᗩT ᗰᗩKEᔕ TᕼEᗰ GET E᙭ᑕITEᗪ ᗩᑎᗪ IGᑎITE TᕼE ᔕᑭᗩᖇK Oᖴ ᑭᗩᔕᔕIOᑎ.

18. I ᗯᗩᑎT YOᑌ TO ᗷᖇIᑎG ᕼEᖇ Iᑎ ᑎOᗯ.

Iᖴ YOᑌ ᗯᗩᑎT TO ᗰOᐯE ᖴᖇOᗰ ᑭᖇE-GᗩᗰEᔕ TO ᖴᑌᒪᒪ ᗩᑕTIOᑎ, YOᑌ ᑕᗩᑎ TEᒪᒪ ᕼIᗰ TᕼIᔕ ᑭᕼᖇᗩᔕE ᔕO ᕼE ᑌᑎᗪEᖇᔕTᗩᑎᗪᔕ IT ᑕᒪEᗩᖇᒪY, ᗩᑎᗪ IT’ᔕ ᗩᒪᔕO ᐯEᖇY E᙭ᑕITIᑎG.

19. Iᖴ YOᑌ ᒪOOK ᗩT ᗰE ᒪIKE TᕼᗩT, I GET TOO ᕼOT.

ᗩᑎOTᕼEᖇ ᗯᗩY TO E᙭ᑕITE YOᑌᖇ ᑭᗩᖇTᑎEᖇ EITᕼEᖇ ᗷEᖴOᖇE Oᖇ ᗪᑌᖇIᑎG TᕼE ᑭᖇE-GᗩᗰE TO ᗰᗩKE TᕼEᗰ ᑌᑎᗪEᖇᔕTᗩᑎᗪ TᕼᗩT YOᑌ ᗯᗩᑎT TO GO ᖴᑌᖇTᕼEᖇ.

20. YOᑌ TᕼIᑎKIᑎG ᗩᗷOᑌT ᗯᕼᗩT TO ᗯEᗩᖇ TOᗪᗩY ᗩᑎᗪ ᗰE TᕼIᑎKIᑎG ᗩᗷOᑌT ᕼOᗯ TO TᗩKE IT Oᖴᖴ.

YOᑌ ᑕᗩᑎ ᔕEᑎᗪ ᕼIᗰ TᕼIᔕ ᗰEᔕᔕᗩGE Iᑎ TᕼE ᗰOᖇᑎIᑎG Iᖴ TᕼEY ᗪOᑎ’T ᒪIᐯE TOGETᕼEᖇ ᗩᑎᗪ GET ᗩ ᔕᗰIᒪE ᖴOᖇ TᕼE ᖇEᔕT Oᖴ TᕼE ᗪᗩY. Iᖴ ᗷY ᑎIGᕼTᖴᗩᒪᒪ TᕼEY ᔕEE Eᗩᑕᕼ OTᕼEᖇ, ᕼE ᗯOᑎ’T ᖇEᔕIᔕT YOᑌᖇ ᑕᕼᗩᖇᗰᔕ.

we're given that v₀ = 0 and a = 5.4 m/s². therefore, since v = at + v₀ for constant acceleration the equation for velocity is

after 28s,

m/s

which i would round to 150 m/s as my final answer