Let L be the line passing through the point P=(−3, −4, 2) with direction vector →d=[−3, 3, 0]T. Find the shortest distance d from the point P0=(1, −5, −1) to L, and the point Q on L that is closest to P0. Use the square root symbol '√' where needed to give an exact value for your answer.
d = 0
Q = (0, 0, 0)
In: Accounting
Write at least three sentences in response to questions 2–4.
Article, Andrew Braaksma's "Some Lessons From the Assembly Line."
1. What article did you select for your critical analysis project? List the title and author here.
2. An author's purpose or goal is their reason for writing a work. Based on a literal reading of your selected article, what do you believe is the author's purpose? How did you arrive at that decision?
3. Key points are pieces of evidence that support the author's purpose. In your selected article, what are three key points that support the author's purpose that you identified in this reading? How do those key points support it?
4. An author's audience is the group (or groups) of people being addressed in the reading. What audience do you believe the author is writing for in your selected article? What potential challenges does the author face when addressing their purpose with this audience?
In: Economics
Give the VHDl code for your an 8-to-3 priority encoder using two 4-to-2 priority encoders and any additional necessary gates. Use port maps and code the structural behavior using logic gates not if else statements.
In: Physics
A solution contains 2.2x10^-3 M Cu2+ and 0.33 M LiCN. If the Kf for Cu(CN)4^2- is 1.0x10^25, how much copper ion remains at equilibrium?
In: Chemistry
Show that f(x) = x^4+x^3+3x^2+7x−8 is irreducible over Z.
In: Advanced Math
In: Chemistry
How many 4 digit numbers can be formed using only the numbers 3 2 7 6 5 4 9 if:
a) there are no repeats allowed?
b) the number is odd and no repeats allowed?
c) the number is greater than 4000 and no repeats are allowed?
d) the number is greater than 4000 and repeats are allowed?
In: Statistics and Probability
In: Math
Problem 8-48 (c) (LO. 2, 4)
On May 31, 2019, Arnold purchased and placed in service a new $25,000 car. The car was used 90% for business, 5% for production of income, and 5% for personal use in 2019. In 2020, the usage changed to 30% for business, 30% for production of income, and 40% for personal use. Arnold did not elect immediate expensing under § 179. He elects not to take additional first-year depreciation. If required, round your intermediate computations and final answers to the nearest dollar.
Click here to access the cost recovery tables of the textbook. Assume the following luxury automobile limitations: year 1: $10,000; year 2: $16,000.
a. The cost recovery deduction taken in 2019 was $.
b. The cost recovery deduction for 2020 is $.
c. The cost recovery recapture, if any, in 2020 is $.
In: Accounting
4-2 Short Paper: Major Contributions of Minority Groups Assignment Task: Submit to complete this assignment Trace some of the major contributions of an ethnic or "minority" group to U.S. culture, for example, to music, the arts, dance, or theater. There are many other possibilities! Develop your composition based on an area of interest to you in the arts.
In: Nursing