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You have three temperature values [°C] stored in the three scalar variables T1, T2, and T3.
You have three pressure values [atm] stored in the three scalar variables P1, P2, and P3.
You have a scalar variable n containing an amount of substance [mol].
If these values represent parameters measured for gases in three reaction vessels, determine the volume of each reaction vessel in cubic centimeters. Place the three results in the scalar variables, V1, V2, and V3. In the solution, you should set up a scalar variable R to hold an appropriate value for the ideal gas constant, then use that variable in any equations rather than hard-coding the value multiple times. If you need any conversion factors, these should also be placed in variables for use in the multiple equations.
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Chapter 15 Solutions
Thinking Like an Engineer: An Active Learning Approach (4th Edition)
- The elevations of the ski jumping hill shown below are as follows: hA = 37 mhB = 2.4 mhC = 5.5 m If the velocity of a ski jumper is measured to be 25.3 m/s at position B, what will be the launch velocity (in m/s) at position C [round your final answer to one decimal place]?arrow_forwardVelocity [m/s] 4 3 2 1 O -1 -2 -3 Velocity-Magnitude of Displacement Graph 1 The speed is Number A 2 3 B J 5 6 7 8 CC + O BY SA USask Engineering t Magnitude of Displacement [m] In the image above, a velocity vs. magnitude of displacement graph is shown. What is the speed and displacement at point B? Write the answer as an exact integer. [m/s] and the displacement is Number [m] at point B.arrow_forwardweight = 60 air resistance = 5.5 initial speed = 2.5arrow_forward
- S1arrow_forwardAnswer question with work. Thanksarrow_forwardA particle is subjected to the action of two forces: F1 = 2.5 i-3j+ 6 k [kN] and F2 = 5 i+6j-5k [kN]. The magnitude of the resultant force is: %3D %3D Select one: Oa. FR=-8.139 [kN] %3D Ob. FR 8.139 [kN] Oc. FR = 5 [kN] Od. FR=-5 [kN] Activate Win ype here to seatch 445 PEarrow_forward
- physical quantities m, r, u, a, and t with dimensions [m] = M, [r]= L, [v] = LT, [a] = LT-2, and [t] = T. Enter the dimensional expression of the quantity on the right-hand side of each equation. Your answers may contain only M, L, T, and exponents. Assume that each of the following equations is dimensionally consistent. F = ma [F] =arrow_forwardThe following processes occurs in a reversible thermodynamic cycle: 1-2: Reversible polytropic compression at pressure [X] bar at volume [Y] m3 to a pressure [Z] bar and specific volume [A] m3/kg. The index of compression may be taken as n. 2-3: Reversibly expansion with expansion index of 2 to pressure [B] bar. 3-1: Reversible cooling at constant volume to the initial state. What are the final attempt values of X, Y, Z, A and B from the Part A of the eThuto Assessment. calculated formula similar question? X= ; Y= ; Z= ; A= ; B=arrow_forwardYou have 4 springs, one each 3.5, 6, 8.5, 11 newtons per meter. How close an equivalent stiffness to the average of the four springs (7.25 newtons per meter [N/m]) can you make using only these springs? You may use all four springs to do this, but you may use less if that will yield an equivalent stiffness closer to the average.arrow_forward
- A. The flow of liquid from a tank in a manufacturing system has been modeled using the following equation: q(t)=ke(t)√h(t) where: q(t) is the rate of liquid flow out of the tank [m³/s] (1) is the position of a valve at the outlet of the tank [% open] h(t) is the height of liquid in the tank [m] k is a constant Obtain a linearized equation describing the flow rate q(t) as an approximate function of change in valve position 8(t) away from a nominal valve position 8, and change in liquid height h(t) away from a nominal liquid height ho.arrow_forwardi need the answer quicklyarrow_forwardThe tube, shown below, is supported by two cables (AB) and (AC). A force F = 600 lb is applied in cable AB. The component of the force F acting along cable (AC) is: |3 ft, E 8 ft В 12 ft 8 ft F 15 ft A Select one: a. 49.509 [lb] b. 495.708 [lb] c. 600 [lb] d. 459.708 [lb]arrow_forward
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