Translate the following logical statements into words.w (pA 1)Suppose that:p I practice an hour a day.1: I get private lessons twice a week.W :I play in the wind ensemble.A) If I practice an hour a day then I get a private lessons twice a week and I play in the wind ensemble.Practicing an hour a day then getting private lessons twice a week then I play in the wind ensemble.(C) When I practice an hour a day and get private lessons twice a week then I play in the wind ensemble.Practicing an hour a day and getting private lessons twice a week is necessary for playing in the windensemble.

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Answered: Translate the following logical…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Use the union rule to answer the following question. Suppose n(B)=7, n(ANB) = 4, and n(AUB) = 25. What is n(A)? Determine which equation can be used to find n(A). OA. n(A)=25-7+4 B. n(A) 25-7 C. n(A) 25-7-4 OD. n(A)=25+7+4
Jordan and Amari run a 200-meter race, and Jordan wins by 13 meters. They decide to run the 200-meter race again with Jordan starting 13 meters behind the starting line. Find the correct answer to each of the following parts (a) through (d). O A. Jordan wins the second race because Jordan can run a longer distance in a longer amount time. O B. Amari wins the second race because Amari has a shorter distance to run. O C. Amari wins the second race because Jordan is not fast enough to be able to catch up in time. OD. Jordan wins the second race because Jordan can run a longer distance in a shorter amount of time. b. Suppose Jordan starts 8 meters behind the starting line in the second race. Who wins the race? O A. Amari wins the second race because Amari has a shorter distance to run. O B. Jordan wins the second race because Jordan can run faster than Amari. O C. Amari wins the second race because Jordan is not fast enough to be able to catch up in time. O D. Jordan wins the second race…
Subpart a b c
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E ~H O a. Odette is hungry and Lancelot is eating. O b. Odette is eating and Lancelot is not hungry. Ос. Odette is eating or Lancelot is hungry. O d. If Odette is eating, then Lancelot is not hungry. EA~ H a. Odette is eating and Lancelot is not hungry. b. Lancelot is hungry and Odette is eating. O c. Odette is eating or Lancelot is hungry. O d. If Odette is eating, then Lancelot is not hungry. H + E a. Odette is eating and Lancelot is hungry. O b. Lancelot is hungry but Odette is eating. O c. Lancelot is hungry if and only if Odette is eating. O d. If Lancelot is hungry, then Odette is eating.
(q.16 f.e) Please show full work and make it match these two answers, Full-time : 6; Part-time: 4 QUESTION: Monica gave each of the full time employees in her small business a year-end bonus of $500 while each part time employee received $250. She gave a total of $4000 in bonuses to her 10 employees. How many full time employees and how many part time employees did Monica have? Thank you.

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Translate the following logical statements into words. w (pA) Suppose that: p : I practice an hour a day. 1 I get private lessons twice a week. w : I play in the wind ensemble. unte loccons twice a week and L n