how would you determine which direction trajectory travels At 36 4 The equilibrium (0,0) is a stable spiral -21 5 At 36 4 The equilibrium (0,0) is a stable spiral -21 5
21. Determine the direction of the shift in equilibrium when these external changes are made to the EXOTHERMIC equilibrium: (please write "Right or Left or Remains unchanged" in the blanks) 4 NH3(g) + 5 O2(g) + 4 NO(g) + 6 H2O(g) a) If the system is heated, the equilibrium will shift to the: b) A decrease in pressure due to increasing the volume of the system at equilibrium will cause the equilibrium will shift to the: c) An increase in...
#1 Use a table of bond disassociation energies to determine which side of this equilibrium is favored (ie, which direction would the reaction go to form the more stable product?) ~ o . HOW Br + H-OH = nom . Her ~ OH + H-Br
I'm getting conflicting information on how to solve this. How do you determine which direction current would be flowing, and how do you determine V in each loop; add or subtract? The IR is positive if you're tracing with the flow and negative if you're tracing against it, correct? 4 2 T- 5 V 2 2 4 V 6 3 2 12 3 V Figure 28.16 Use Kirchhoff's solve for the curre laws to
How would I type this up in python to get spiral circles in turtle 1 # This program draws a design using repeated circles. 2 import turtle 3 4 # Named constants 5 NUM_CIRCLES = 36 # Number of circles to draw 6 RADIUS = 100 # Radius of each circle 7 ANGLE = 10 # Angle to turn 8 ANIMATION_SPEED = 0 # Animation speed 9 10 # Set the animation speed. 11 turtle.speed(ANIMATION_SPEED) 12 13 # Draw 36...
21. If sodium acetate (NaOOCCH3) was added to a solution of acetic acid (CH3COOH), which direction would the equilibrium shift and how would it ultimately impact the pH? the equilibrium would shift: I. towards the products II. towards the reactants it would result in: III. a higher pH IV. a lower pH A. I, II B. I, IV C. II, II D. II, IV
In your own words, in about 4-5 sentences, explain how you would solve a typical equilibrium problem. List all the steps, and describe the equations/mathematics you would use, but do not actually write down the equations.
Why’s is choice IV the most stable in question 4 and for question 5 where do I place all components of the conformer 4. Which would be the most stable conformation of trans-1-me ? Why? CH CH3 CH Bu Bu Bu IV H 5. Using the chair conformations drawn below, give the most stable and the least stable conformations of cls- and trans- 1-isobutyl-2-ethylcyclohexane. Show to which side the equilibrium lies and briefly explain why
4. Which of the nuclides below would you predict to be stable? 166 48 32 60 (b) 19K (c) 18Ar 92 46 32 (e) 16
I'm completely stumped on these. I don't know how to proceed once I get to the eigenvalue since my typical method for solving would be to set Ax=x , then solve. However, this would give me -5x1=-5x1 and -5x2=-5x2 which makes A trivial. I just realized that means the eigenvectors will be <1,0> and <0,1>, but I'm still stumped on parts b and c. Consider the following system. (A computer algebra system is recommended.) dx = -5 0x dt *...
how would you draw the final answer Determine the magnitude and coordinate direction angles of the resultant force. Draw your final answer at the end of your solution in a 3D coordinate system. Label the angles on your drawing. F-400 N 135 60° 601 F = 500 N