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Questions
1. Find the particular solution to the differential equation dy dx = xy + x which satisfies y = 3 when x = 0. Show your work.
2. A population of bacteria undergoes exponential growth. If at noon, there are 1000 bacteria, and there are 2000 by 2pm, when does the number of bacteria reach 8000? Show your work and simplify your answer.
Find the standard matrix of T.
What are the steps for solving an equation? Should any other factors be accounted for when solving an equation? Should any factors be accounted for when explaining how to solve an equation? Explain your answer.
Let A be a n × n orthogonal matrix.What are the possible values for det(A)?
This is not, however, the usual way to handle a categorical predictor. Why not? That is, what constraints does this model impose that we often do not want?
university of maryland is concerned that out of state students may be receiving lower grades than maryland students.
the hights in inches of six trees in a nursery were 67,58,60,70,73, and 65. find the standard deviation and round your answer to two decimal places.
a. Which of the following is a characteristic of a Bernoulli process? Circle one. a. In each trial, there are just two possible outcomes. b. The probability of a success remains the same from one trial to the next.
A suggested mechanism for the gas phase decomposition of nitrous oxide is:
a) Write down all the inequalities connecting x and y b) Show by shading the region Q that satisfies the set of inequalities.
What exactly is an improper integral? Why is there a difference between improper and proper integrals?
The traffic light at three different road crossing change after every 48 seconds, 72 seconds and 108 seconds respectively - What time will they change simultaneously
The gambler decides to stop at time 4 or whenever two consecutive heads come up, if earlier. What is the expected surplus at the end of the game?
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