PLEASE HELP I NEED 100% WILL MEDAL!
I need the question, not the medal
its 3 and 4
Ok.
You already know the equations of motion!
I mean, i've been missing school quite a bit because of sickness so, i don't fully understand how to do it
I ask Allah to heal you and be better than before.
well can you help me with this
so who fill in the table?
i did
when?
today
so can you refer to row 3?
i know how to do question one an two but im unclear on how to do 3 and 4
what is the magnitude of g?
Ok I will help
what is g? its value at you?
Thank you for the medal!
do you mean 9.8???
i'm so lost
yes, as somewhere they put it as 10 m/s2
step by step In Sha' Allah you will get it
ok ru going to help me and show me how?
Of course.Will not be late for any help.
please, carry on and help me
Take that and see it when I am talking
Are you there?
hey
yes
what does f stand for?
got it?
F stands for the additional force applied to the rock. I just need its effect to increase the acceleration. ok?
im trying to find the instantaneous velocity at 4,5, and 6 seconds,
please be with me one by one to hit the final answer later, ok?
@agent0smith can you help???
now (at the third second from falling) what is the accel.?
can you just show me the steps on how to do it, like write it down or something???? find t=4 and ill do the other two
you need 3? or 4?
3 or 4?
ohh my gosh, for #3 it says the acceleration increased by 10m/s^2 after falling for 3 seconds, calculate the instantaneous velocity at t=4, t=5, t=6 seconds and you find the instantaneous velocity for t=4 and show the stepss
we are now at 3 a=9.8+10=19.8 m/s2 you have calculated the v already and it is 30 m/s then you have the initial velocity + acceleration now solve for the state 4 as follows t=1 (as we have a new value for accle.) for fifth state take t=2 as the previous reason
A change in velocity depends on your acceleration and how long you accelerate for \[\Delta v = a*t\] \[v _{2}=v _{1}+a*t\] a new velocity is equal to the old velocity plus acceleration times time.
im looking for instantaneous
instantaneous = velocity you already have calculated.
This says that the acceleration changes from 10 to 20 at t=3 seconds For t=0 to t=3 \[v _{2}=v _{1}+10*t\] for t=3 onwards \[v _{2}=v _{1}+20*t\]
right before the acceleration goes to 20, the velocity at t=3 is v = 0 + 10*3 = 30 m/s
For time t is larger than t=3, you use v = 30 + 20*t
what exactly is the formula for instantaneous velocity
@DanJS
Dan has already included this is his expressions!
ok chill
it is a limit as time goes to zero of change in position x over change in time t \[\large v=\lim_{\Delta t \rightarrow 0}\frac{ \Delta x }{ \Delta t }=\frac{ dx }{ dt }\]
all the velocities used are considered instantaneous at whatever time t. t=1 v=10 t=2 v=20
For a constant acceleration, the following holds Final velocity = initial velocity + acceleration * time \[\large v _{f}=v _{i}+a*t\] If the acceleration changes from 10 to 20 at time t=3, then at t=3 and forwards, the velocity will be what it was at t=3 plus the acceleration 20 times time after t=3
For time t=3, the velocity is v=30, for times after t=3, the velocity is the 30 plus the acceleration times time (t-3) \[v _{f}=30+20*(t-3)\]
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