Hydrogen iodide decomposes according to the reaction 2 HI(g) = H2(g) +1268) A sealed 1.50-L container...
At 500°C, hydrogen iodide decomposes according to 2 HI(g) = H2(g) +12(9) For HI(9) heated to 500 °C in a 1.00 L reaction vessel, chemical analysis determined these concentrations at equilibrium: [H, 1 = 0.383 M, L1=0.383 M, and [HI] = 3.24 M. If an additional 1.00 mol of HI(g) is introduced into the reaction vessel, what are the equilibrium concentrations after the new equilibrium has been reached?
Question 9 of 15 Map At 500 °C hydrogen iodide decomposes according to For HI(g) heated to 500 ℃ in a 1 .00-L reaction vessel, chemical analysis determined the following concentrations at equilibrium: [H2] = 0.353 M, [12] = 0.353 M, and [Hl] = 2.98 M. If an additional 1.00 mole of HI(g) is introduced into the reaction vessel, what are the equilibrium concentrations after the new equilibrium has been reached? Number Number Number
A sealed 1.5-L container initially holds 0.00623 mol H2, 0.00414 mol Br2, and 0.0244 mol of HBr at 550 K. when equilibrium is established, [H2]= 0.00467M H2(g)+Br2(g) <-> 2HBr(g) A. what are [HBr}eq and [Br2}eq? B. what are Kc and Kp at 550 K? C.A 0.00209 mol sample of Br2 is added to the equilibrium mixture of gases. What are the partial pressures of all species once equilibrium is reestablished?
1a. Hydrogen iodide decomposes when heated, forming H2 (g) and I2 (g). The rate law for this reaction is -delta[HI]/delta t = k[HI]^2. At 443 °C, k=30.L/molxmin. If the initial HI (g) concentration is 5.5x10^-2 mol/L, what concentration of HI (g) will remain after 10. minutes? Concentration = ____ mol/L 1b. The decomposition of SO2Cl2 SO2Cl2 (g) ----> SO2 (g) + Cl2 (g) is first-order in SO2Cl2, and the reaction has a half-life of 245 minutes at 600 K. If...
Compound A decomposes according to the equation A(g) ⇌ 2 B(g) + C (g) A sealed 1.00−L container initially contains 1.78 × 10^−3 mol of A(g), 1.35 × 10^−3 mol of B(g), and 6.53 × 10^−4 mol of C(g) at 100°C. At equilibrium, [A] is 2.13 × 10^−3 M. Find [B] and [C]. Solve for the equilibrium concentrations of B and C.
Kc for the reaction of hydrogen and iodine to produce hydrogen iodide, H2(g) + I2(g) ⇌ 2HI(g) is 54.3 at 430°C. Determine the initial and equilibrium concentration of HI if initial concentrations of H2 and I2 are both 0.10 M and their equilibrium concentrations are both 0.052 M at 430°C
Compound A decomposes according to the equation A(g) = 2 B(g) +C (g) A sealed 1.00-L container initially contains 1.80 x 10-mol of A(g), 1.17 x 10 mol of B(g), and 6.35 x 10 mol of C(g) at 100°C. At equilibrium, [A] is 2.08 x 10 M. Find [B] and [C]. Solve for the equilibrium * 10 [Beq (C) *10 M
Hydrogen iodide gas decomposes into hydrogen gas and iodine gas at 453°C. If a 2.00 L flask is filled with 0.200 mol of hydrogen iodide gas, 0.156 mol hydrogen iodide remains at equilibrium. What is the equilibrium constant, Kc. for the reaction at this temperature? 2 HI (g) ⇌ H2 (g)+ I2 (8) 0.020 0.0062
Use the information below to answer questions 33-35. Hydrogen iodide decomposes according to the equation: 2HI(g) ^ H2(g)+h_2(g). The equilibrium constant K_e is 0.0156 at 400 c. Suppose a 0.660 mol sample of HI was infected into a 2.00 L reation vessel held at 400 c 33. Calculate the equilibrium concentration of H_2. A.0.053 M B. 0.023 M C.0.013 M D.0.073 M E.0.033 M 34. Calculate the equilibrium concentration of l_2. A.0.053 M B. 0.023 M C. 0.013 M D0.073...
Be sure to answer all parts. Compound A decomposes according to the equation A sealed 1.00-L container initially contains 1.80 x 10-3 mol of A(g), 1.33 x 103 mol of Bg), and 6.55 × 10-4 mol of C(g) at 100°C. At equilibrium, Alis 2.07 × 10-3 M. Find IBI and ICI. Solve for the equilibrium concentrations of B and C Bleq Cleq ×10 × 10