Question

1. Given that a freshly prepared radioactive isotope has a half-life of 10 days, the percentage...

1. Given that a freshly prepared radioactive isotope has a half-life of 10 days, the percentage of it remaining after 30 days is

A

30.0 %.

B

10.0 %.

C

12.5 %.

D

72.5 %.

2. During a second half-life, the original material has decayed

A

25%.

B

50%.

C

75%.

D

100%.

Homework Answers

Answer #1

1. Answer is C = 12.5%

Since half life period of the isotope is 10 days.

Then After first 10 days, 50% will be decay. then reamining amount is 50% of initial amount.

Then after another 10 days, 50% of remaining isotpe will decay. hence net 25% of initial amount will present.

Then After another 10 days,50% of remaining isotpe will decay. hence net 12.5% of initial amount will present .

Hence 12.5% of initial amount will reamin after 30 days.

2. Answer is C = 75%.

After first half life, 50 % will decay.

After second half-life 50% of remaing isotpe will decay. Hence 25% of initial amount will present. hence 75% of initial amount will decay.

Amount of isotopes present after n consucetive half-life is given by the equation

Where N = amount of isotpes present

N0 = Initial amount of isotpe

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
A freshly prepared sample of a certain radioactive isotope has an activity of 10.4 mCi. After...
A freshly prepared sample of a certain radioactive isotope has an activity of 10.4 mCi. After 4.20 h, its activity is 8.00 mCi. (a) Find the decay constant and half-life. decay constant s-1 half-life h (b) How many atoms of the isotope were contained in the freshly prepared sample? (c) What is the sample's activity 33.7 h after it is prepared? mCi
The radioactive isotope (95 Nb) has a half-life of 35 days. A sample containing this isotope...
The radioactive isotope (95 Nb) has a half-life of 35 days. A sample containing this isotope has an initial activity at (t = 0) of 4.50 x 10 ^8 Bq. Calculate the number of nuclei that will decay in the time interval between t1 = 30.0 hours and t2= 55.0 hours. Ans in nuclei and need it asap
How many atoms of isotope were contained in the freshly prepared sample? Answer in units of...
How many atoms of isotope were contained in the freshly prepared sample? Answer in units of nuclei. What is the sample’s activity 26 h after it is prepared? Answer in units of mCi. (info to answer this below) A freshly prepared sample of a certain radioactive isotope has an activity of 9.2 mCi. After 3.46 h, the activity is 7.5 mCi. Find the decay constant. Answer in units of h?1 . (The answer to this is .059) 003 (part 2...
The radioactive isotope 32P decays by first-order kinetics and has a half-life = 14.3 days. How...
The radioactive isotope 32P decays by first-order kinetics and has a half-life = 14.3 days. How many atoms of a 1.0000 ug sample of 32P would decay in 1.0000 second? (Assume 1 decay per atom.)
A radioactive isotope has a half-life of 72.0 min. A sample is prepared that has an...
A radioactive isotope has a half-life of 72.0 min. A sample is prepared that has an initial activity of 1.40×1011 Bq. Q1: How many radioactive nuclei are initially present in the sample? Q2: How many are present after 72.0 min? Q3: What is the activity after 72.0 min? Q4: How many are present after 144 min? Q5: What is the activity after 144 min?
Radioactive Half-life Years Element A Remaining Radioactive Atoms Element B Remaining Radioactive Atoms Element C Remaining...
Radioactive Half-life Years Element A Remaining Radioactive Atoms Element B Remaining Radioactive Atoms Element C Remaining Radioactive Atoms Element D remaining Radioactive Atoms 0              100 100 100 100 1000 50 85 90 95 2000 25 72 81 90 3000 13 61 73 86 4000 6 52 66 81 5000 3 44 59 77 6000 2 38 53 74 7000 1 32 48 70 8000 0 27 43 66 9000 0 23 39 63 10000 0 20 35 60 11000...
The half-life of a radioactive isotope represents the average time it would take half of a...
The half-life of a radioactive isotope represents the average time it would take half of a collection of this type of nucleus to decay. For example, you start with a sample of 1000 Oxygen-15 (15O) nuclei, which has a half-life of 122 seconds. After 122 seconds, half of the 15O nuclei will have decayed into Nitrogen-15 (15N) nuclei. After another 122s, half of the remaining Oxygen nuclei will have also decayed, and so on. Suppose you start with 4.00×103 15O...
The radioactive plutonium isotope, 239Pu, has an half-life of 24 100 years and undergoes alpha decay....
The radioactive plutonium isotope, 239Pu, has an half-life of 24 100 years and undergoes alpha decay. The molar mass of 239Pu is 239.0521634 amu. The sample initially contains 10.0 g of 239Pu. (a) Calculate the number of moles of 239Pu that are left in the sample after 15 000 years. (4) (b) Determine the activity of 239Pu after 15 000 years, in units of Bq.
The radioactive plutonium isotope, 239Pu, has an half-life of 24 100 years and undergoes alpha decay....
The radioactive plutonium isotope, 239Pu, has an half-life of 24 100 years and undergoes alpha decay. The molar mass of 239Pu is 239.0521634 amu. The sample initially contains 10.0 g of 239Pu. (a) Calculate the number of moles of 239Pu that are left in the sample after 15 000 years. (4) (b) Determine the activity of 239Pu after 15 000 years, in units of Bq.
A synthetic radioisotope is freshly prepared in a lab that has an activity of 10.0 mCi....
A synthetic radioisotope is freshly prepared in a lab that has an activity of 10.0 mCi. If the activity of the radioisotope changes to 8.00 mCi, in 5.00 h, a) What is the decay constant and half-life of the radioisotope in seconds ?, b) How many atoms of the radioisotope were contained in the freshly prepared sample? c) What is the sample’s activity in mCi 40.0 h after it is prepared ?