a) The motion described by the particle is undoubtedly a uniformly accelerated rectilinear motion, since the trajectory is rectilinear and the acceleration is constant.
b) In order to calculate the acceleration, we must apply the formula mentioned above, in such a way that the acceleration gives us:
Our acceleration is 2 meters per second squared.
c) We are asked to calculate the function of velocity in relation to time, we simply substitute in the formula.
Very easy!!.
d) To know what speed the particle will have at the instant of t = 8s, it is enough to substitute the value of “t” in the previous formula.
So the speed at time t = 8s is 21 m/s²
e) In this case we are asked to determine at what instant of time the particle will have a speed of 15 m/s, we replace this value in the formula, simply clearing the variable "t", that is:
Clearing "t"
Substituting the speed value
That is to say that when the particle has a speed of 15 m/s, it will happen exactly at 5 seconds.
Let the initial deposite in the savings account be U.
Also, let the amount Latoya adds each week to the savings account be V.
That is, after first week, Latoya has U + V;
Similarly after second week, Latoya has U + 2V;
Then, after fourth week, Latoya has U + 4V
and after ninth week, Latoya has U + 9V
Hence, the amount Latoya add each week to the savings account is $75.
Also,
Thus, the initial deposit in the savings account is $150.
X=6
12x-30=8x-6 simplify and solve :)
Answer:
<em>The answer to your question is </em><em>C. There a specific quantifiable target that we are interested in or trying to predict.</em>
Step-by-step explanation:
<u><em>I hope this helps and have a good day!</em></u>