Part A 210 Po has a half-ife of 22.3 years and decays to produce 0 Hg. if you start with 6.26 g of 210 Pb. how many grams of 306 Hg will you have after 10.4 years? O 1.70 g 4.53 9 O 0.08 g O 227 g 8.57 g Submit Request Answer
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- Please answer this NEATLY, COMPLETELY, and CORRECTLY for an UPVOTE. Radium was found to decompose 2% of its initial quantity after 20 years. Determine the half-life of the radioactive substance.d. After 20 years, what is the remaining quantity of the radioactive substance with reference to its initial amount?e. What is the boundary condition to compute for the proportionality constant k?f. What is the particular equation for the given radioactive substance?***Note!For your basis, here are the questions for letters a-c which have already been answered in this link (https://www.bartleby.com/questions-and-answers/radium-was-found-to-decompose-2percent-of-its-initial-quantity-after-20-years.-determine-the-half-li/76942513-2d5c-48fb-95b6-13f2d9301722):a. What is the working equation for this problem?b. What is the general solution for the given radioactive substance?c. What is the boundary condition to determine the constant C.After 4.00 years, 2,000g of a radioisotopes remains from a sample that had and original mass of 4.00g. Calculate the half-life of this mystery radioisotopes. How much radioisotopes remains after 20.0 years ? Show calcs and sig fig processes.How did you get this? k===0.693t1/20.69315 hrs0.0462 hrs−1k=0.693t1/2=0.69315 hrs=0.0462 hrs 0.693 a 102.0 nanogram(ng) sample of sodium-24 was stored in a lead-lined cabinet for 2.5 days How much sodium-24 remained? The half-life os sodium -24 is 15 hours _________ ng sodium -24 remain check_circle Expert Answer thumb_up thumb_down Step 1 Radioactive decay is a first order reaction. Conversion of days into hours: 1 day2.5 days===24 hrs2.5×2460 hrs1 day=24 hrs2.5 days=2.5×24=60 hrs Calculation of k: k===0.693t1/20.69315 hrs0.0462 hrs−1k=0.693t1/2=0.69315 hrs=0.0462 hrs-1 Step 2 Radioactive decay is a first order reaction, therefore: [A]=[Ao] e−kt[A]=[Ao] e-kt where [A] is the final amount remained at time t, [Ao] is the initial amount. Putting values: [A]====102.0 ng×e−0.0462 hrs−1×60 hrs102.0 ng×e−2.772102.0 ng×0.062546.38 ng[A]=102.0 ng×e-0.0462 hrs-1×60 hrs=102.0 ng×e-2.772=102.0 ng×0.06254=6.38 ng Thus 6.38 ng of sodium-24 remained.
- A fossil contain 23% of the carbon-14 that the organism contained when it was alive. Graphically estimate its age. Use 5700 years for the half life of carbon-14 *. The fossil is approximately..... years old (round to the nearest integer as needed)A rock formed with 1000 atoms of a radioactive parent element, but only contains 250 radioactive parent atoms today. If the half-life is 1,000,000 years, how old is the rock? *appreciate if u could show the solution clearly. Tq ??Find the associated exponential decay or growth model. (Round all coefficients to three significant digits.) Q = 1,500 when t = 0; half-life = 1 Q=
- a)How many moles of N2O5 will remain after 4.0 min ? Express the amount in moles to two significant digits. b)How many minutes will it take for the quantity of N2O5to drop to 1.7×10−2 mol ? Express your answer using two significant figures. c)What is the half-life of N2O5 at 70∘C? Express the half-life in seconds to three significant digits.Solve asap this,i will give u thumsup A living specimen in equilibrium with the atmosphere contains one atom of 14C (half-life = 5 730 yr) for every 7.70 1011 stable carbon atoms. An archeological sample of wood (cellulose, C12H22O11) contains 22.1 mg of carbon. When the sample is placed inside a shielded beta counter with 88.0% counting efficiency, 761 counts are accumulated in one week. We wish to find the age of the sample. (a) Find the number of carbon atoms in the sample. (b) Find the number of carbon-14 atoms in the sample. (c) Find the decay constant for carbon-14 in inverse seconds. s−1 (d) Find the initial number of decays per week just after the specimen died. decays/week (e) Find the corrected number of decays per week from the current sample. decays/week (f) From the answers to parts (d) and (e), find the time interval in years since the specimen died. yrThe civilization on the planet Ecton is endangered by the continual illegal disposal of Klingon hair spray which is causing the atmosphere to decompose by a first-order rate law.Science Officer Spock has determined that their atmosphere is decomposing with a half-life of 12.50 min. Dr. McCoy, the medical officer, has determined that the Ectoniansneed a minimum of 6.25% of the original atmosphere to survive. Meanwhile, Scottie, thechief engineer, is desperately trying to fix the transporter so that the entire Ectonian population can be transported to a safe planet. You are the acting Commander, replacingCaptain Kirk, who is on vacation. How long does Scottie have to repair the transporter
- A river water sample of 25°C is contaminated with diazepam with initial concentration of 5000 ppb (or ng/L) when it secondary biodegradation rate in water, Kd = 10^1.3 (cu cm/mol-sec) at 25°C and molar mass of diazepam is 284.7g/mol. What is the half life of the diazepam in hours? Note: I need right answer with clear calculations.The natural abundance of 14C in the earth's atmosphere and all living organisms is approximately constant at about one part per trillion. However, after an organism dies, the concentration of 14C decays with a half-life of 5730 years. If an ancient sample of bone is found to have a 14C radioactive decay rate that is only 39 percent of an equal size sample of contemporary bone, what is the estimated age of the ancient sample? Include 3 significant figuresA toxic heavy metal has a whole body half-life of about 16 years. The ADI (RfD) of this metal for food is 2.3 × 10−3 mg kg−1 d−1. What is the acceptable daily intake for a 75 kg person? What is the whole body level of this metal if ingestion were maintained at ADI? [Hint: Atmospheric residence time analysis calculations are very similar.]