Measurement of valence and arousal allows for the circumplex…
Measurement of valence and arousal allows for the circumplex model of affect to be created. During exercise the plotting of valence and arousal leads to position within the model that could be described as energetic. Which quadrant is this affective state situated in?
Read DetailsThere are two password systems:A. Your password must be six…
There are two password systems:A. Your password must be six pins. It must include characters from at least two of the following categories: numbers, capital letters, lower-case letters, and special characters from ~!@#$%^&*()B. Your password must be six pins. You can use numbers, capital letters, lower letters, and special characters from ~!@#$%^&*()Please answer the following questions:1. What is the search space for System B?2. what is the search space for System A?3. From the system designer’s perspective, which system is safer? Why? 4. From a smart user’s perspective, which system is safer? Why?Instruction: if you want to launch the math editor, in this answer box, click the right corner of the toolbar, ‘Insert content.’ Then, click the first item, ‘Math.’
Read DetailsProblem #1 through #5 will be completed by hand on a piece o…
Problem #1 through #5 will be completed by hand on a piece of paper. Please complete the problem by printing the prepared exam calculations sheets (otherwise complete problems on your own sheet of paper) (this is the document found under the starter question), scan your solutions, and submit one (1) comprehensive PDF of all problems, in-order, to the Canvas Online Exam under the starter question.] Problem #2 – Shear Force and Bending Moment Diagrams (20 points total, 3 parts) The simply supported beam with span length of 21-ft is loaded as shown below. A 4.4 k/ft uniformly distributed load acts across a 19-ft section as shown, and a 52-kip force acts downward at 19 ft from point A. Complete the following. Show all work and any assumptions clearly. Record your answers on the answer key: Part A (4 points): Calculate the support reactions at A and B for the beam. Point A is a pin support and point B is a roller support. Part B (8 points): Draw the shear-force diagram and determine the maximum shear force. Label all applicable shear forces, distances, and areas of positive and negative shear. Part C (8 points): Draw the bending-moment diagram, determine the maximum bending moment, and identify the critical section. Label all applicable bending moments, distances, and areas of positive and negative bending moment. Identify the critical section.
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