3 and 4. Static Determinancy (20 points) Draw two trusses with at least 4 members that...
Question 1 of 5 The two ways to solve trusses is method of sections and method of joints True False Reset Selection Question 2 of 5 2 Points The first step in calculating a truss is to calculate the reactions on the entire truss using a free body diagram. True False Reset Selection Question 3 of 5 2 Points The main difference between trusses and frames is trusses are made up of two force members and Frames are made up...
The structure is in static equilibrium. It is constructed using two-force members, joined at their ends. 1) Label every member as tension T, compression C, or zero-force Z. Draw arrows to indicate the direction of the tension or compression forces on every non- zero member. 2) Use the Method of Joints to calculate the forces F1, F2, and F3. Show all your work. Draw free-body- diagrams and write Newton's 2nd law for every joint. 30N у WTT Lx X '60°...
3. What is the probability a 9-digit Social Security number has repeated digits? Draw and use a Venn diagram to support your solution. Be sure to clearly identify your sets. 4. How many ways are there to deal a 6-card hand that contains at least one Queen, at least one King, and at least one Ace? Draw and use a Venn diagram to support your solution. Be sure to clearly identify your sets. 3. What is the probability a 9-digit...
n: Solye the following problems. Draw the shear and moment diagrams for column BCD. Assume all truss members and the columns to be pin connected at their ends. 20 pöints 4 AN 15 m Use the cantilever method and determine the reactions at A and B. All colutnns have the same cross sectional area. 2. 20 points 15 ft 15 ft n: Solye the following problems. Draw the shear and moment diagrams for column BCD. Assume all truss members and...
3. (20 points) Solve the following three problems on labeled trees 8) (3 Figure 3: The trees Th. T. Ti for Problem 3 (a). (a) (8 points) Find the Prüfer Code associated to the three trees depicted in Figure The trees are denoted by Ti, Ta and T; from left to right. (b) (8 points) Draw the labeled trees associated to the following three Prifer codes (e) (4 points) How many labeled trees are there with 7 nodes?
your help is appreciated :) Three different gyms survey some of their gym members. The three different gyms have differnt types of work outs, Gym A offers a HIIT workout, Gym B offers a Bootcamp style workout, and Gym C offers a Cardio workout The Gyms ask their members to disclose how long they worked out at the gym on a given Monday. The minutes that they worked out in the gym, on that Monday, were recorded. Gym B Gym...
Problem 3. (20 points) Consider the following simplified model of a person in static equilibrium in a yoga pose. The diagram below shows the upward normal forces acting on the hands and feet, as well as the downward weight forces on the upper and lower body. There are also horizontal static friction forces on the hands and feet not shown in this diagram. Assume the weight of the lower body has magnitude 250 N and the weight of the upper...
i need 5 points to graph Graph()-4 log, r To graph the function, plot at least two points on the graph, draw all asymptotes, and then dick on the graph icon. Graph()-4 log, r To graph the function, plot at least two points on the graph, draw all asymptotes, and then dick on the graph icon.
1. Draw an organizational chart for your business on traditional functional structure (with at least three levels of management). (10 points) 2. You realize that your new business will implement a special project that requires inputs from different functional departments. Draw a team structure as horizontal organizational structure for your business. (10 points) 3. Compare the two organizational charts above (a and b) in terms of span of control, unity of command, chain of command. (20 points) 4. Present three...
3. (20 points) A partially completed ANOVA table for a two-factor factorial experiment is shown here: Source df SS 3 1 0.95 MS F 0.75 0.30 AB Error Total 23 6.5 a Give the number of levels for each factor. b How many observations were collected for each factor-level combination? c Complete the ANOVA table above. d Test to determine whether the treatment means differ using a = 0.10?