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Suppose a particle is moving along the x-axis and its acceleration function is given by a(t)=(-1/(t-10)^2) for 0<t<10, where t denotes times, measured in seconds. Suppose the particle's initial velocity is -1/10 and its initial position is x=2. Find the particle's position after 5 seconds.
If the probability of an event is .857, what is the probability that the event will not occur?
The ratio of the number of Chinese boys to the number of Malay boys is 5:3.There are 178 more Chinese boys than Malay boys. How many girls are there in the hall?
assuming that there is no damping and that the has is aced on by an external force of 2 cos3t lb, formulate the initial value problem describing the most ion of the mass.
suppose that cars arrive at a traffic light according to a Poisson process with a rate of one car per minute starting from t=0 minutes.
Let X be the cost of the sofa. What is the average cost of a sofa if the advertised sofa is $250 and the more expensive sofa is $ 375?
The number of tickets sold each day for an upcoming perforamce is given by n(x) = -0.6x^2 +12.2x+14, where xis the number of days ince the concert was first announced. When will daily tickets sales peak and how many tickets will be sold that day?
The derivative of a continuous function at x is the slope of the tangent line to the curve at x. The attached pdf file develops the idea of a derivative first using slopes of secant lines and then introducing and explaining the difference quotient..
Create an Euler diagram to determine whether the syllogism is valid or invalid: Some nurses are patient.
Of all numbers whose sum is 50, find the two that have the maximum product. That is, maximize Q=xy, where x+y=50
the equation a=25000 - 1500t, where t is the time in minutes and a is the altitude in feet, represents the steady decent of a certain aiplane. Graph the equation using the x- and the y- intercepts. How long will it be before the airplane reaches t..
The points on a plane: A(-3;2) and B(1.5;-3) are included in a parallel right to another one which crosses point at P(-2;-4). The equation of this last right
I need to know how to find first 3 derivatives for f(x) = cos(sq) 2X. I am able to find derivatives for similar problems, but the 2X portion is throwing me off.
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