What is the order for x? time [X]t(s)(M)0.0234.0010.0 222.5930.0 201.4170.0164.90150.0 110.53170.0 100.02200.0 86.08300.0 52.21400.0 31.67500.0 19.21600.0 11.65

Answered: What is the order for x?

Pushing Electrons

4th Edition

ISBN:9781133951889

Author:Weeks, Daniel P.

Publisher:Weeks, Daniel P.

Chapter3: Mechanisms

Section: Chapter Questions

Problem 143EQ

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II II Time, Time, Time, [A], M [A], M [A], M 1.00 0.78 1.00 0.75 0.50 0.25 0.00 1.00 25 25 25 0.80 50 0.61 50 50 0.67 75 0.47 75 75 100 0.57 100 0.37 100 0.50 150 0.22 150 0.40 0.33 200 250 0.14 200 0.08 250 0.29 What is the approximate rate of reaction at t= 75 s for the (a) zero-order, (b) first-order, (c) second-order reaction?
By graphing this, and filling the table what mathemathical expression is determinated?
Using this chart : Time (seconds) [PHT] ln[PHT] 1/[PHT] 0 0.005000 -5.298 200.0 10.5 0.004500 -5.404 222.2 22.3 0.004000 -5.521 250.0 35.7 0.003500 -5.655 285.7 51.1 0.003000 -5.809 333.3 69.3 0.002500 -5.991 400.0 91.6 0.002000 -6.215 500.0 120.4 0.001500 -6.502 666.7 160.9 0.001000 -6.908 1.000E3 230.3 0.0005000 -7.601 2.000E3 *Your x-axis should be "time"zero order: time vs [PHT]first order: time vs ln[PHT]second order: time vs 1/[PHT]Enter the absolute value of both slope and correlation into the table below. Order slope correlation 0 1 2
create Cp against time on linear graph paper Log Cp versus time on linear graph paper Cp against time on semilogarithmic graph paper Time (hr) 0.16 0.5 1 1.5 2 2.5 3 Cp (µg/L) 170 122 74 45 28 17 10
Describe the difference between the graphs of [a] vs. time and [c] vs. time.
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Consider the following reaction A B. If the reaction is thought to be ZEROTH order, which of the following straight-line graphs confirm that reaction order? A B A Time A B Time A B Time In([A])
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A pure substance is represented in the particle diagram. On the following cooling curve for the substance, click on the segment that best corresponds with the particle diagram. Temperature O < Time
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In a sterilizing retort, cans of food products were heated. The average temperature in the center of a can is approximately 98.9°C for the first 30 minutes. The average temperature for the next period is 110°C. If the F0 for the destruction of spore microorganisms is 2.50 minutes and z = 10°C. Estimate the time of heating at 110°C to make the process safe.

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