My teacher hasn't actually taught us **** or shown us any examples so I'm incredibly confused. I've managed to answer 11/15 questions on my assignment and have a 70.8% so far (which means I only have 2-3% wrong) but it's so slow and aggravating.
My teacher hasn't actually taught us **** or shown us any examples so I'm incredibly confused. I've managed to answer 11/15 questions on my assignment and have a 70.8% so far (which means I only have 2-3% wrong) but it's so slow and aggravating.
REMEMBER d=rt, it is pronounced dirt.
We couldn't stop laughing when our teacher said that, she has a mullet and looks like
A man throws a ball into the air. After 0.8 seconds it reaches a height of 38 feet. What was the initial velocity? How long did it take for the ball to reach 19 feet and what was the velocity at the time? Ignore air resistance.
(D2-D1)/(T2-T1)=velocity(I think) and d=rt
T2=second time
T1=first time
D2=second distance
D1=first distance
And then your going to need d=rt to find out the velocity at 19 feet
+ initial velocity is 0
velocity at 38 feet = 47.5 feet per second
then use use another equation I don't know how to write, a variation of the first one to get rid of second
47.5 feet per second / .4 seconds = 19 feet
so it took .4 seconds to reach that far
And now I can't rememer what to do to find out what the velocity is at that time, just uhhh divide the velocity i got at first by half and we'll call it good.
(D2-D1)/(T2-T1)=velocity(I think) and d=rt
T2=second time
T1=first time
D2=second distance
D1=first distance
And then your going to need d=rt to find out the velocity at 19 feet
+ initial velocity is 0
velocity at 38 feet = 47.5 feet per second
then use use another equation I don't know how to write, a variation of the first one to get rid of second
47.5 feet per second / .4 seconds = 19 feet
so it took .4 seconds to reach that far
And now I can't rememer what to do to find out what the velocity is at that time, just uhhh divide the velocity i got at first by half and we'll call it good.
You need gravity in order to solve this, the ball can travel infinitely if there is nothing to pull it back down, and speed diminishes exponentially with height, so you can not just half the maximum. ^^
I don't know to calc in feet so I'll call it a day. :|
You need gravity in order to solve this, the ball can travel infinitely if there is nothing to pull it back down, and speed diminishes exponentially with height, so you can not just half the maximum. ^^
I don't know to calc in feet so I'll call it a day. :|
Gravity pulls things down, not up and it should be still accelerating at that time, and there is a constant speed at which it accelerates. Like i said there, I forgot that part, but the rest should be decent. There's also some maximum that it can accelerate at, nevermind there is a maximum velocity it can achieve. Orphic, just uh write down some number there I guess I can't remember.
If you are already familiar with concepts of acceleration and motion I could try to simply explain it to you.
Even though it has been quite a while since the last time I've done such problem solving it should be no biggie.
Gravity and Angle (and enviromental resistance aka force) play a key role, other than that its pure logic.
Now if you don't mind, its like 4 am and I would like to get a few hours of sleep before a "new" day :/
I played around with numbers and got that. Sue me.
How about this one: A doctor is preparing a syringe for a patient. He angles the syringe directly upwards and the liquid shoots out at 1.4 m/s. How long until the liquid reaches the height of the syringe again? What is the maximum height achieved by the liquid?
Thankfully, gravity is literally the only negative acceleration factor you have to account for. Air resistance and **** like that hasn't been discussed yet.
How about this one: A doctor is preparing a syringe for a patient. He angles the syringe directly upwards and the liquid shoots out at 1.4 m/s. How long until the liquid reaches the height of the syringe again? What is the maximum height achieved by the liquid?
What I say to 90% of all math and the question you posted.
I played around with numbers and got that. Sue me.
How about this one: A doctor is preparing a syringe for a patient. He angles the syringe directly upwards and the liquid shoots out at 1.4 m/s. How long until the liquid reaches the height of the syringe again? What is the maximum height achieved by the liquid?
Thankfully, gravity is literally the only negative acceleration factor you have to account for. Air resistance and **** like that hasn't been discussed yet.
A man throws a ball into the air. After 0.8 seconds it reaches a height of 38 feet. What was the initial velocity? How long did it take for the ball to reach 19 feet and what was the velocity at the time? Ignore air resistance.
i.....i dont know!!
i am a ma....person of science!...god damnit i hate physics!!
I played around with numbers and got that. Sue me.
How about this one: A doctor is preparing a syringe for a patient. He angles the syringe directly upwards and the liquid shoots out at 1.4 m/s. How long until the liquid reaches the height of the syringe again? What is the maximum height achieved by the liquid?
Thankfully, gravity is literally the only negative acceleration factor you have to account for. Air resistance and **** like that hasn't been discussed yet.
Did you learn the 3 kinematic equations for constant acceleration?