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whitney gardner

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When Brenda discovered she had a low risk client with low inherent risk and low control risk, how did she set her detection risk? O high * medium * detection risk is not related to inherent risk and control risk * Low

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Hamilton says that even though the United States lacks abundant specie, they do have an abundance of another "species of Capital." what does that mean?

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When costs are minimized for a given level of output, what is the relationship between MRTS$_{LK}$ and the relative wage (w/r)? MRTS$_{LK}$ = (w/r) MRTS$_{LK}$ < (w/r) MRTS$_{LK}$ > (w/r) There is not enough information to be sure.

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I can't put glass.csv dataset because of copyright rule. Please see in UCI Machine Learning Repository. Please help me to get this assignment. Thank you. File name glass.data is in the CSV format. Train your fully-connected neural network to classify these glass according to this guideline. 1. This is a multiclass problem. The target output should be converted to one-hot of six types. 2. Classes are not balanced. You should perform class balancing. 3. Perform data normalization. Print and show the graphs of 1. Loss of the training set 2. Accuracy of the training set during the progress of training in each epoch. Please note that your network and parameters should achieve a reasonable loss and accuracy. You have to try and find your own parameters. Use techniques that were mentioned in class to achieve a good result. You should try to normalize your data and perform class balancing (you can choose to do these by hand in Excel or by programming in Python). The glass piece left in the crime scene has these features (1.52, 12.8, 1.6, 2.17, 72.2, 0.76, 9.7, 0.24, 0.5) After training, put this data into your model and see what type that your model classifies to. Show the code + print out result of this part and give the answer in the report. Also show the probability value from the softmax of this class, which indicates the confidence of your answer.

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A team is working on a social project, which is to volunteer at a Food Bank. The team will audit the quality requirements using the quality checklist below as the tool for the social project. 1. Have all team members completed the PPE training online prior to the volunteer shift? 2. Have all team members completed warehouse orientation prior to the volunteer shift? 3. Have all team members volunteered for a minimum of three hours at the warehouse? 4. Were all food baskets prepared and delivered to clients effectively and within time guidelines? 5. Was the team able to inspire others to volunteer for Edmonton's Food Bank? 6. Is the team motivated to continue volunteering for Edmonton's Food Bank after project completion?

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QUESTION 7 Higher-level thinking is also known as ______ thinking.

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Exercise 3.1 In the band brake in Fig. 3.20 the actuating force applied to the lever is 100 N. The angle of contact between the band and the drum is 215\(^{\circ}\) and the coefficient of friction is 0.27. The brake drum is fitted on a shaft with a flywheel. The mass of the components on the shaft is 500 kg and its radius of gyration is 360 mm. Before the brake is applied, the drum speed is 480 r/min. Calculate: (a) the brake torque (b) the time required for the drum to come to rest if the brake is applied at 480 r/min (c) the number of revs that the brake drum completes from the moment that the brake is applied until the drum comes to a standstill (d) the total kinetic energy absorbed by the brake. (421 N.m; 1.93 s; 48.5 revs)

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- Let H = \begin{Bmatrix} \begin{pmatrix} a & b \\ 0 & c \end{pmatrix} : a, c \neq 0 \end{Bmatrix} be the subset of upper-triangular matrices in GL2. Show that H is a subgroup. - Let G be an abelian group. Prove that \{g \in G : |g| is finite\} is a subgroup of G. Give an example where this set is not a subgroup in the case when G is non-abelian.

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Question 4 a) A series inverter is with the following parameters: Inductance, $L = 6 ext{ mH}$ Capacitance, $C = 1.2 ext{ mu F}$ Load resistance, $R = 100 Omega$ $T_{off} = 0.2 ext{ ms}$ Determine: i) The output frequency $f_o$, ii) The Range of output frequency if $T_{off}$ is varied from 0.1 ms to 0.4 ms.

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Let X and Y be two random variables such that E(X)=1, E(Y)=3, X?=3X-2and Y?=2Y+1. If Cov(X,Y) = -1, then E(XY) = 27/6 8/6 None of these 17/6

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