Question Solved1 Answer The only treatment for celiac disease is adherence to a gluten-free diet. Determine whether each food or ingredient is gluten-free or contains gluten. Gluten-free Gluten-containing Macaroni made from wheat flour Rice Barley cereal Corn Rice Rye cracker Macaroni made from wheat flour Rye cracker Quinoa Barley cereal Quinoa Corn

You are working with an amateur bodybuilder who is 12 months out from a bodybuilding competition. Design a year-long periodized training program for the athlete with the objective of optimizing the client’s physique at the time of the competition. The training program should include the following: A list of assessments to be performed at the onset of the training program A warm up and cool down for each training day A detailed year-long periodized training program including specific exercises, sets, repetitions, suggested rest times, etc. The program should include a Foundational Training phase, a Hypertrophy phase, and a Cutting phase. An explanation as to why you made your recommendations for each phase of training. Nutrition and supplement recommendations to support the bodybuilder during each phase of training.

1. Find the volume of the solid whose base is enclosed by the circle x2 + y2 = 9 and whose cross sections taken perpendicular to the base are: (a) equilateral triangle; (b) squares.

I was wondering if someone can help explain how these equations are working together in order to solve the problem here below. An infinite slab of charge of thickness 22. lies in the xy-plane between z = -2, and z = +20. The volume charge density is a constant. E zo 2z 0 2z - 2. z>2. z<z (a) Use Gauss's Law to find an expression for the electric field strength inside the slab. Use a Gaussian pillbox inside the slab to determine the electric field strength inside. In this case: -2, <zzo Use Gauss's Law and add up the electric flux from each portion of the surface. P= £.dĀ= Ē.dĀ+ S + · dÃ+ S E dĀ = qene - + + = bottom top curved The electric field will always be parallel to the sides of the curved surface. The pillbox will only contain the charge it encloses. The enclosed charge will need to be put in terms of the charge density. The electric field is constant on each surface and always parallel to the area vector. (b) Find an expression for the electric field strength above the slab. Now all the possible charge is contained in the pillbox up to Zo, so the enclosed charge becomes: Yenc = PV = p(22,A) Same reasoning in part (a) applied here. (C) Draw a graph of E from z = 0 to z = 3 Z. Use the equations found in parts (a) and (b) and apply to their respective ranges.

Find an autonomous differential equation with all of the following properties: equilibrium solutions at y = 0 and y = 5, • y' > 0 for 0 < y< 5, and • y' < 0 for - <y<0 and 5 <y< 0.

5.76 ft 5.76 ft 5.76 ft 5.76 ft Determine the force in member DE and in each of the members located to the left of DE for the inverted Howe roof truss shown. State whether each member is in tension or compression. 400 lb 600 lb 800 lb А 600 lb 400 lb D 6.72 ft -Oos H E -10.54 ft 12.5 ft

Listed below are yearly forecasts of “free cash flow” (operating cash flow plus investment-related cash flow) for Bomkat LLC. Year Cash Flow 2018 -$2.0 million. 2019 -$1.2 million. 2020 -$0.4 million. 2021 $0.2 million. 2022 $0.7 million. 2023 $1.1 million. After year 2023, cash flows are anticipated to grow by 2% per year, in perpetuity. For simplicity, assume all that cash flows occur at the end of each year. Assume a discount rate of 8% per year. (a) What is the value as of the end of 2023 of all Bomkat’s cash flows to be received after 2023? (b) What is the value of Bomkat LLC as of the end of 2017?