Half lives

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Last updated 6:01 PM on 7/7/26
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18 Terms

1
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Where are half life equations derived from?

Integrated rate laws

2
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For which order reaction is the half life constant?

a first order reaction has a constant half life

3
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For which order reaction is the lifetime constant?

First order has a constant lifetime

4
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What is the half life equation for a first order reaction?

t1/2= 0.693/k

5
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For which order reaction does the half life NOT DEPEND on initial concentration?

First order reaction

6
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What does K dictate? in half life?

K dictates how fast a reaction will decay

7
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What does K represent in half life?

“K” is a proportionality factor that quantifies the speed and probability of a chemical reaction or radioactive decay.

8
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What is “K” called?

The rate constant

9
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Rate constant “K” and half-life have an inverse relationship. This means that a larger K value means:

A shorter half life

10
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What would a high k value represent in half life?

fast decay = shorter half life

11
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You can use the exponential decay formula for half life when a substance decreases at a rate proportional to its current amount. Which order reaction would this formula be used for ONLY?

A first order reaction

12
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True or false: You can use the exponential decay formula ONLY for a first order reaction

True

13
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What does “Constant Half-Life” mean?

The time it takes to lose half the substance is the same.

14
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In a graph, how does the reactant concentration decay like in a zero order reaction?

It decays linearly

15
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In a graph, how does the reactant concentration decay like in a second order reaction?

It decays reciprocally

16
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Why can we use the exponential decay formula for a first order reaction ONLY?

You can use the exponential decay formula for a first-order reaction because the reactant concentration decays exponentially

17
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What do we need to know to determine the rate constant? t 1/2?

The reaction order, the rate constant “K”, and sometimes the Initial concentration [Ao]

18
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What kind of relationship do k and the half life have?

Inverse or opposite relation