Half – Life All radioisotopes have a half life. The half is of any given radioisotope is the amount of time required for one half (50%) of the sample to.

Slides:



Advertisements
Similar presentations

Advertisements

Half-Life and Radioisotope Dating
Radioactivity and Half-Life
Aim: What is the half-life of a radioisotope Do Now:
1 Nuclear Radiation Natural Radioactivity Nuclear Equations Producing Radioactive Isotopes Half-Life Nuclear Fission and Fusion.
REVIEW. Nuclear Decay Subatomic Particles Protons- plus charge In the nucleus Neutrons- neutral Electrons - negative charge Outside the nucleus 4.
Exponential Growth and Decay 6.4. Exponential Decay Exponential Decay is very similar to Exponential Growth. The only difference in the model is that.
Chapter 2: Functions and Exponential Models Lesson 5: Exponential Models Mrs. Parziale.
GPS: MM3A2e, MM3A2f, MM3A2g.  An exponential decay function has the form y = ab x, where a>0 and 0
Chapter 8 Test #2 Review. Write In Exponential Form.
1 Chapter 9 Nuclear Radiation Copyright © 2009 by Pearson Education, Inc. 9.4 Half-Life of a Radioisotope 9.5 Medical Applications Using Radioactivity.
Warm Up 1.Quiz: Exponents & Exponential Functions 2.In the Practice Workbook, Practice 8-8 (p. 110) #1, 3, 5.
Half-Life.
Half-Life Notes Headsium Decay # of ½ lives IndividualLab Island ClassCourse
Half-Life Definition Half-life: the TIME it takes for half of a radioisotope sample to ‘decay’ and become another element. What are the three ways this.
Radioactive Decay. I can solve half-life problems. Radioisotopes decay in a predictable way – The time is takes for half of a sample to decay is called.
ICP 9/28/12 Half-life. Warmup Write a balanced nuclear equation for the alpha decay of Uranium-238.
Section 4.2 Logarithms and Exponential Models. The half-life of a substance is the amount of time it takes for a decreasing exponential function to decay.
Section 2: Radioactive Decay K What I Know W What I Want to Find Out L What I Learned.
Radioactive Decay A series of reactions that starts with an unstable nucleus and results in a stable nucleus Transmutation- the conversion of one element.
Radioactivity and radioisotopes Half-life Exponential law of decay.
The Natural Base, e Applications. The Formula for continuously compounded interest is:
General, Organic, and Biological Chemistry Fourth Edition Karen Timberlake 4.4 Half-life of a Radioisotope Chapter 4 Nuclear Chemistry © 2013 Pearson Education,
Chemistry: An Introduction to General, Organic, and Biological Chemistry, Eleventh Edition Copyright © 2012 by Pearson Education, Inc. Chapter 9 Nuclear.
Homework Questions!.
Exponential Growth and Decay Word Problems
Half-life.  Half-Life - the time required for one half of a sample of a radioisotope to decay, while the other half remains unchanged  Half-lives vary.
Rates of Nuclear Decay Chapter 10 Section 2 Pg
NUCLEAR CHEMISTRY OBJECTIVE: TO EXPLAIN THE PROCESS OF RADIOACTIVE DECAY USING NUCLEAR EQUATIONS AND HALF LIFE Essential Question: How do unstable (radioactive)
7.3B Applications of Solving Exponential Equations
Unit: Nuclear Chemistry Half-Life Day 2 – Notes. After today you will be able to… Identify the factor that nuclear stability is dependent on. Calculate.
2/5/2013. Warm-Up 3 ( ) 1. Create a geometric sequence with 4 terms. 2. Write an explicit rule for the table: 3. How many bacteria would there.
7.2 Properties of Exponential Functions
Nuclear Chemistry II. Radioactive Decay C. Half-Life II. Radioactive Decay C. Half-Life.
UNIT 7 NUCLEAR REACTIONS 7.3 Calculating Half Life? May 17, 2011 DO NOW: = /4.5 = If we start with 4.5 grams of Radon-222 and over a period.
Radioactive Decay and Half-Life. The isotope Radium–228 undergoes beta decay as shown in the following equation:
 Half-life – the time it takes for ½ of a radioactive sample to decay  Half-life for a radioactive element is a constant rate of decay  Half-life differs.
CALCULATING HALF-LIFE Aim: How can we measure how much of a radioactive element decayed? DO NOW: If we start with 4.5 grams of Radon- 222 and over a period.
Absolute Dating: A Measure of Time January 27,2015.
E XPONENTIAL W ORD P ROBLEMS Unit 3 Day 5. D O -N OW.
Section 8-2 Properties of Exponential Functions. Asymptote Is a line that a graph approaches as x or y increases in absolute value.
Half-Life Practice Problems
Radioactive Decay.
5.4 Half-Life of a Radioisotope
AIM : How do we measure the rate of radioactivity of an element?
Chapter 9 Nuclear Radiation
Half-Life.
Topic: Nuclear Chemistry
Half – Life Problems.
100% 50% 25% Each half life reduces the mass of the sample by half. Calculate the half life of a substance if 12.5 % of it remains after 90 years?
Radioactive Decay and Half-Life
Half-life.
Half-life.
Time it takes for 1/2 of the radioactive atoms in a sample to decay.
Exponential Growth and Decay Word Problems
Interpret Graphs 1 2 A half-life (t ) is the time required for one-half of the nuclei in a radioisotope sample to decay to products. Copyright © Pearson.
Half Life.
Half-Life.
NUCLEAR CHEMISTRY.
Nuclear Decay Half-Life Practice.
Chapter 9 Nuclear Radiation
The half-life of a radioactive element is the time it takes for half of its atoms to decay into something else If you have 100 grams of a substance and.
Do Now & Announcements Take out HW to be checked Nuclear Quiz FRI 12/5
On a sheet of loose leaf, write down the
Half-Life HALF-LIFE is the time that it takes for 1/2 a sample to decompose. The rate of a nuclear transformation depends only on the “reactant” concentration.
Radioactive Dating.
Aim: What is a half life of an element?
Rates of Nuclear Decay These stone tools from the archaeological site in Cactus Hill, Virginia, are at least 15,000 years old. Scientists estimated the.
Nuclear Transformations
Ch. 4 Vocabulary continued (4-3)
Presentation transcript:

Half – Life All radioisotopes have a half life. The half is of any given radioisotope is the amount of time required for one half (50%) of the sample to decay

The equation # of half lives Total Time elapse (HOW LONG) Half – Life (can be found in table N) 80g40g20g10g The sample above went through 3 half lives, meaning it was cut in half 3 times. It is now 1/8 it’s original amount ½ ½ ½ = 1/8

Sample Problem 288 Ac has a half life of 6.13 hours. How much of a 60 mg sample would remain after hours? # of half lives HR 6.13 HR 60g30g15g7.5g 3.75g g would remain 4 So, 60 is going to get cut in ½ 4 times