3. choose the correct amswer from the atuen four1. In aGollege, 30 1 stuckent fail in Phy SPCs, 25% failin mathematfes and lo 2 Pail in both. one stuclentis ehosen at ranclom- the Probability that she Failsîn Physics f she has Failed fn mathematics fs:dotob.

Qs. Choose the correct answer from the atuen four 1. In a Gollege, 30 1 stucknt fail in Phy SPcs, 25% fail n mathematcs nd lo 2 Pail in both one stucent is ehosen at Yamelom. the Probabilty that she Fails în Physics f she has Failed Pn methematics fs b.3 20

Qs. Choose the correct answer from the atuen four 1. In a Gollege, 30 1 stucknt fail in Phy SPcs, 25% fail n mathematcs nd lo 2 Pail in both one stucent is ehosen at Yamelom. the Probabilty that she Fails în Physics f she has Failed Pn methematics fs b.3 20

Operations Research : Applications and Algorithms

4th Edition

ISBN:9780534380588

Author:Wayne L. Winston

Publisher:Wayne L. Winston

Chapter11: Nonlinear Programming

Section11.10: Quadratic Programming

Problem 1P

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plz run in r studio n answer all the questions biostats........ Worksheet T tests, Wilcoxon’s test, Mc Nemar’s TestAnswer the following questions using R studio 4. Test the Null hypothesis that the Dart scores from Group A is notdifferent from Group B and or Group A scores are greater than orless than Group B.Group A: 1,2,2,3,3,4,4,5,5,6Group B: 1,2,4,5,5,5,6,6,7,95. The pre and post tests scores for a randomly selected group ofstudents before and after exposure to new teaching methods areas follows:Pretest: 10,5,8,6,4,5,5,8,7,6,10,5, 8,6,4,5,5,8,7,6Posttest: 10,6,8,8,5,4,5,9,10,7, 8,5,4,5,9,10,7,10,6,8Is there a significant difference in performance before compared toafter exposure to a different teaching method?6. Results for blood glucose levels independently taken for thesame individuals before and after treatment with sucrose solutionto determine impacts of carbohydrates on blood sugar levels areoutlined below:before : 200.1, 190.9, 192.7, 213, 241.4, 196.9, 172.2, 185.5,…
Correct answer will be upvoted else Multiple Downvoted. Computer science. The j-th companion can be set before the I-th companion on the photograph if his square shape is lower and smaller than the square shape of the I-th companion. Officially, somewhere around one of the accompanying conditions should be satisfied: hj<hi and wj<wi (the two companions are standing or both are lying); wj<hi and hj<wi (one of the companions is standing and the other is lying). For instance, on the off chance that n=3, h=[3,5,3] and w=[4,4,3]: the main companion can be set before the second: w1<h2 and h1<w2 (one of the them is standing and the other one is lying); the third companion can be put before the second: h3<h2 and w3<w2 (the two companions are standing or both are lying). In different cases, the individual in the closer view will cover the individual behind the scenes. Help Polycarp for every I find any j, with the end goal that the j-th…
One way to deternine how healthy a person is by measanng the body tat of the penson. The fomula to determine the body fit for female and muk are as follows Body fat formula for women: A1 = (body weight x 0732) + 8,987 A2 = wnist meastrement (at fullest point) /3.140 A3 = waist ineasurement (ar navel) x 0.157 A4= hip measurement (at fullest point) x 0249 %3D A5 forearm measurement (at fullest point) x 0.434 B= A1+ A2 - A3- A4 + A5 Body fat = body weight- B Body far percentage= body fat x 100/body weight Body fit formula for men Al - (body weght x 1082) + 94 42 A2-wnt meaurementx 4.15 8-AI - A2 Body fat= body weight- B %3D Body far percentage = body fat x 100/body weight %3D Write a progran to calculate the body fat of a person.
Rohan, the bookworm plans on reading 8 books by next week. But he only reads novels,poetry, short stories or science fiction. Interestingly he says, "My love for novels is twicethe love for the rest altogether ". He also claims, "Love for short stories = 3 x Love forscience fiction = 3 x Love for poetry". Taking these into account, determine theprobability that he reads 4 novels, 3 poetry and 1 short story or science fiction?
A coin is Hipped nine times and the outcomes are recorded. In how manv outcomes there are even number of heads/(ore: 0ls als an pvn mber)
Question 4: The ongoing Covid pandemic in the word has scared the authorities at Hazrat Shahjalal International Airport in Dhaka and they have asked the CSE department of BRACU to design a system that would help them to decide what to do with people coming in from African countries that are at risk. The Airport authorities has approved the following specifications for the system: Input (4 variables) F = 1 indicates the passenger HAS FEVER. H = 0 indicates the passenger DOES NOT HAVE a SEVERE HEADACHE. M = 1 indicates the passenger HAS MUSCLE PAIN. A = 0 indicates the passenger DOES NOT HAVE ABDONIMAL (STOMACH) PAIN. Output (3 variables)
Evaluate the compound propositionplease answer ASAP For hiking on the trail to be safe, it is necessary and sufficient that mangoes not be ripe along the trail and for wild bears not to have been seen in the area. Assume the following propositional variables and truth values: p: Wild pigs have been seen in the area.(True) q: Hiking is safe on the trail.(False) r: Mangoes are ripe along the trail.(False)
If u kw 100% thn Answer else anything wrong i will ..,? Formal language A variable A in a CFG is said to be reachable if S ==>* α A B. Develop a procedure for finding out reachable variable in a given CFG. Illustrate your procedure with an example.
To check on an ambulance service’s claim that at least 40% of its calls arelife-threatening emergencies, a random sample was taken from its files, and it was foundthat only 49 of 150 calls were life-threatening emergencies. Can the null hypothesis p = 0.40be rejected against the alternative hypothesis p < 0.40 if the probability of a Type I erroris to be at most 0.01?
The probability of event A is 55%. The probability of event B is 40%. The probability that A happens given that B has happened is 25%. What is the probability that both A and B happen? 95% 70% 65% 10% 15%
Correct answer will be upvoted else Multiple Downvoted. Don't submit random answer. Computer science. Culinary specialist Monocarp has recently put n dishes into a broiler. He realizes that the I-th dish has its ideal cooking time equivalent to ti minutes. At any certain integer minute T Monocarp can put close to one dish out of the broiler. On the off chance that the I-th dish is put out at some moment T, its undesirable worth is |T−ti| — the outright contrast among T and ti. When the dish is out of the stove, it can't return in. Monocarp should put every one of the dishes out of the stove. What is the base all out unsavory worth Monocarp can acquire? Input The principal line contains a solitary integer q (1≤q≤200) — the number of testcases. Then, at that point, q testcases follow. The principal line of the testcase contains a solitary integer n (1≤n≤200) — the number of dishes in the broiler. The second line of the testcase contains n integers t1,t2,… ,tn…
The world monarch in the new post-apocalyptic world is extremely worried about the birth rate. She therefore orders that every family must have at least one female or else pay hefty fines. What will the gender ratio of the next generation be if all families adhere to this policy, which requires them to keep having children until they have one girl, at which time they immediately stop? (Presume that all pregnancies have an equal chance of producing a male or a girl.) Write a computer simulation of this problem after you have rationally resolved it.