jimegonza21
jimegonza21
13-11-2019
Chemistry
contestada
the alpha decay of iridium -174
Respuesta :
nkirotedoreen46
nkirotedoreen46
17-11-2019
Answer:
¹⁷⁴₇₇Ir → ¹⁷⁰₇₅Re + ⁴₂He
Explanation:
When a radioisotope undergoes alpha decay its mass number decreases by four while its atomic number decreases by 2.
The mass number of Iridium is 174
Iridium has an atomic number 77
Therefore, the decay equation will be;
¹⁷⁴₇₇Ir → ¹⁷⁰₇₅Re + ⁴₂He
Iridium-174 undergoes alpha decay to form rhenium-170 which has a mass number of 170 and an atomic number 75.
Answer Link
VER TODAS LAS RESPUESTAS ( 86+ )
Otras preguntas
Blossom Company sells prefabricated pools that cost $84500 to customers for $152100. The sales price includes an installation fee, which is valued at $22000. Th
Evaluate TWO ways through which social media can be abused or manipulated in the contextof reporting poor service delivery.2x4 (8)[12]ACTIVITY 5.
Your task is to decide where the networking hardware will be placed for optimal effectiveness. Think about the requirements in the scenario above and examine th
The profit-maximizing rule leaves room for cases where it is both possible and reasonable for a firm to operate at a loss over the long run. "True" or "False"
Que.5 State which of the following situations are possible and givean example for each of these:(a) a body with a constant acceleration but with zero velocity.(
Pick ALL that applies to the definition of a theme.An important idea that is woven throughout a story.It links a big idea about our world with the action of a t
Which of the following is one of the five fundamental questions stylists must ask and answer when formulating a haircolor?Select the correct response:What is th
¿Qué presión ejetemperatura constante y a 1,01 x 105Pa, ocupa 2 x 103 m³ si reducimos suvolumen a la mitad?
8-4 Valuing Commercial Real Estate BuildingOne Properties is a limited partnership formed with the express purpose of investing in commercial real estate. The
Use the following clues to find the mystery number.Clue #1: It is less than 100 and greater than 10.Clue #2: You use a total of 12 base ten blocks to show this