help @vocaloid
need part b
velocity is the integral of acceleration position function is the integral of the velocity function
I;m confused as to what to take the integral of for position because each thing I've tried I got the answer wrong
@Vocaloid
I have 7 more questions to do after this and they have to be done today been working on it since Tuesday and still have another lesson to do
acceleration = 6 velocity is the integral of 6 ---> v = 6t + C the object starts at rest, so v = 0 at t = 0, making C = 0 position is the integral of velocity ---> p = 3t^2 + C initial position is 5 5 = 3(0)^2 + C C = 5
one more question of this part and then 4 more questions after this
wrong one
have part e need d
I'm nost sure what I am integrating
distance is the integral of the absolute value of the velocity function
If I use theoriginal equation I get 6 and the answer is 11.83?
@Vocaloid do I use 10t-4t^2 or 5t^-4/3t^3 or something else?
it is asking for the distance the car drove the velocity of the car is 10t-4t^2
I plugged in 3 and got 6x?
x is not a variable in this question.
because I did absolute value
okay 6t
but still?
\[\int\limits_{0}^{3}\left| 10t-4t^{2} \right|dt\] you had it right the first time
omg thank you forgot the ranges and I'll send my last 4 in a sec
c-f
I know for c the disc dromula is vol=pi integral a-b r^2 dx
confused about the rotation part
I don't really remember how to do this
none of the 4?
maybe try khanacademy or something
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