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Suppose v1, v2, v3 are distinct points on one line in R3. The line need not pass through the origin. Show that {v1, v2, v3} is linearly dependent
Using the tables, find the Laplace Transforms: (a) f(t) = 2 -t^3/6+ cos(2t) - e^(3t)
A water sprinkler sprays water over a distance of 36 feet while rotating through an angle of 135 degrees. What area of lawn receives water
an aircraft flew four hours with the wind. the return trip took 5 hours with the wind. if the speed of the plane in still air is 144 miles per hour more than the speed of the wind find the wind speed and the speed of the plane in still air.
The position of an object attached to a spring is given by the formula: y(t)=(1/6)cos(5t)-(1/4)sin(5t), where t is time in seconds. In the first 4 seconds, how many times is the velocity of the object equal to 0?
Discrete random variable with probability mass function, 1) Let X be a discrete random variable with probability mass function Pr{X=k}= c/(1+(k^2)) for k= -2,-1, 0, 1, 2.
What process do you use to solve a system of linear inequalities? How do you know where to shade and whether the lines should be dotted or solid?
how to find the dimensions of a open box when all you have is the volume which is 6000?
find the z-score such that the area under the standard normal curve to the left is 0.23.
Are these functions Reimann Integrable? I am just learning this topic, so my description may not be accurate. A function is Reimann Integrable if it's Upper Darboux Sums and Lower Darboux suns are equal.
Create a system of linear equations from my own life. Keep in mind that a system of linear equations will consist of two equations using the same variables and the variables will represent the same thing for both equations
The director of admissions at a large university says that 15% of high school juniors to whom she sends university literature eventually apply for admission. IN a sample of 300 persons to whom materials were sent,30 students applied for admission..
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