Suppose that the reaction A + B --> C has a rate law of Rate = k[A][B]. How would the rate of this reaction change if [A] was tripled?
Question 14 options:
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rate drops to 1/9th |
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rate increases x 6 |
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no change in the rate |
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rate drops to 1/3rd |
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rate increases to x 9 |
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rate triples |
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rate drops to 1/6th |
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more information is needed to make this prediction |
A + B --> C
It has a rate law of Rate = k[A][B].
if [A] was tripled
Rate1 = k[A][B].
Rate2 = k[3A][B].
Rate1/Rate2 = k[A][B]/3 k[A][B]. .
Rate1/Rate2 = 1/3
Rate2 = 3 * Rate1
Rate is triple
rate triples >>>>answer
Suppose that the reaction A + B --> C has a rate law of Rate = k[A][B]2. How would the rate of this reaction change if [A] was doubled and [B] was halved? Question 13 options: rate quadruples rate increases to x8 rate drops to 1/8th rate doubles more information is needed to make this prediction rate drops to 1/4th no change in the rate rate halves
For the reaction: A rightarrow B + C and a Rate Law of: Rate = k [A]^X, determine the value of x in each of the following cases: WHY? a. There is no rate change when [A] is tripled b. The rate increases by a factor of 9 when [A] is tripled c. When [A] is doubled, the rate increases by a factor of 8
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2.c
and 2.d
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