David et Daphne sont des amis.  David est étudiant à UMKC où il étudie les maths.  Il est d’Iowa.  Le weekend, il travaille à Tiki Taco.  Il est grand, mince et brun.  Il a les yeux marron.  Il a une barbe et une moustache.  Il aime faire des randonnées et il aime jouer aux billards.  Son amie Daphne étudie l’histoire américaine.  Elle est de Raytown.  Elle ne travaille pas.  Elle est mince et de taille moyenne.  Elle a les cheveux longs, blonds et bouclés.  Elle fait des promenades avec son chien Buddy au parc à Raytown.  Elle fait de la danse et elle joue du piano.  Elle aime jouer aux jeux de société avec ses amis.    3.  Who plays a musical instrument?

Answer with complete sentence (s) and at least 3 adjectives in French=> Comment sont tes amis ? 

Samples of orders were taken at The Company to determine if the orders were recorded correctly for 30 days. 100 orders are inspected each day. The average proportion of orders with errors is p-bar = 0.2. Compute the Upper Control Limit for the p-chart.  

Which o   Which of the following interventions are recommended to be performed by people with Parkinson’s disease?

For patients diagnosed with Parkinson’s Disease, the following are common provoking factors for freezing of gait 

When writing the given LP in standard form? How many constraints are there? Do not count the restriction on the sign of y (i.e.: do not count the constrains

In linear regression, the squared error loss is  

Consider the (5,k)-SAT problem: Input: A boolean formula in CNF form such that there are at most five literals in each clause, and an integer k ≥ 1.Output: An assignment of variables such that exactly k clauses are unsatisfied, or return NO if such an assignment does not exist. Prove that (5,k)-SAT is NP-complete.

Let y_t=(y_(t-τ),…,y_(t-1)) be a vector of preceding spike counts up to but not including time t Let x_t=(x_(t-τ),…,x_(t-1)) represent the vector of preceding stimuli up to but not including time t. To mimic the refractory period in the GLM, if a spike occurs just prior to time t, the convolution of the spike occurrence with the post-spike filter h 

For each of the following structures, define the lesion and determine whether it has any effect on shoulder instability; why or why not? a. Hill-Sachs. defect/lesion b. Bankart lesion c. SLAP tears