Consider the following bimolecular liquid-phase reaction (1.e., two molecules (A and B) have to collide to from a product). A + B → C r = KCACB It takes 2.52 hrs for 75% of A to react in a batch reactor at 338 K and it takes 0.19 hr for 75% of A to react at 363 K when the reactor is charged with 2.5 mol/l of A and 4 mol/l of B. What reaction temperature is required to realize a conversion of 90% of A in 0.2 hr if the feed is 3.5 mol/l of A and 4 mol/l of B?

Please help!!! (Gpt/Ai wrong ans not allowed)

Using Hess law answer the question from 1-4 . I will rate u

You devise a new temperature scale based on the properties of the liquid propylene glycol, which has a melting point of -59°C and a boiling point of 188°C. Temperature on the new scale will be in °P, where 0.0°P will be correspond to -60.0°C, near the melting point of propylene glycol, and 100°P will correspond to 190.0°C, near the boiling point of propylene glycol. If a substance has a temperature of 49.0°P, what would be its temperature in °C?

A steady‑state reactor in Professor Modyn's laboratory has ethylene flowing into the reactor, where the ethylene is mixed with the stoichiometric amount of oxygen and is completely combusted. If the ethylene flow rate is 14.23 mol/s, what is the flow rate of the water produced in the reaction (in units of mol/s)?

The equilibrium constant (K) of the following reaction under the conditions of 298.15 K and 0.1 MPa has a value of 8.685 106;. Determine the equilibrium constant of the reaction in question at a temperature of 1000 K, based on the fact that the AH° property remains constant in the temperature range of 298.15 - 1000 K. CO2 (g) + H₂(g) CO(g) + H₂O(g)

Consider the reaction: 2BRF3(g)Br,(g) + 3F2(g) Using standard absolute entropies at 298K, calculate the entropy change for the system when 2.06 moles of BrF3(g) react at standard conditions. AS°. system J/K

question 3 in imageee

Consider the following reaction in a sealed vessel kept at constant temperature: A(g)  ⇌  2B(g) If the reaction is started with 2.0 mol of A and no B, the amount of B at equilibrium is 3.0 mol. How many moles of A should one start with to obtain 6.0 mol of B at equilibrium under the same conditions (same vessel, same temperature, no gas B present initially)?   A.  5.6 mol   B.  5.0 mol   C.  4.0 mol   D.  6.0 mol   E.  6.5 mol

Problem 4. We desire to produce cumene (C₂H₁2; let's call it C) from propylene (P) and benzene (B): C3H6+ C6H6 → C9H12 In our preliminary design, a mixture of 95 mol% propylene and 5 mol% propane (an inert gas in this process, so let's call it I) is blended with benzene at a molar ratio of 1.2 moles propylene to 1 mole benzene. This combined "fresh feed" is mixed with two recycled streams, then fed to a reactor. At the reactor conditions, the above reaction occurs, consuming 60% of the available benzene. However, cumene is part of an unwanted side reaction that makes diisopropylbenzene (D): C3H6+ C9H12 → C12H18 and 5% of the cumene generated by the first reaction is consumed by this side reaction. The reactor effluent is cooled and sent to a multi-stage separation unit, which ultimately results in four exit streams: a vapor stream containing propylene and propane, and three pure liquid streams, containing benzene, cumene, and diisopropylbenzene. The vapor stream leaving the separator…