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average atomic mass problems - Contenido educativo

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Subido el 14 de octubre de 2020 por Juan C. F.

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In this video, I'm going to explain how to solve problems with average atomic mass. 00:00:01
In the first one, we know the abundance of the natural isotopes of one element and their atomic masses. 00:00:07
So we have this element. We don't know the element. That doesn't matter. 00:00:13
And we know that it has three isotopes. 00:00:18
And these numbers here are the abundance of each one of these isotopes. 00:00:22
and then we also need to know the atomic mass of each one of these isotopes that 00:00:27
are these numbers okay so to calculate the average atomic mass we will need to 00:00:35
multiply the abundance of each isotope by its atomic mass so this is the first 00:00:54
abundance in the first atomic mass, then the second isotope's abundance times its 00:01:10
atomic mass, and we still have another stable isotope and its mass. 00:01:18
Okay, so check. We have multiplied each abundance by its atomic mass, and we divide 00:01:32
everything by 100. So right now we need a calculator, we do these numbers in the 00:01:39
calculator, it's easy, and the average atomic mass of this element, we don't 00:01:45
know which element is, it's not important, is 20.17 atomic mass units. In these 00:01:51
problems we can use also this formula to calculate the abundance of an element, 00:01:59
the isotopes of an element, if we know the average atomic mass, like in this case. 00:02:06
Lithium has an elemental atomic mass of 6.941. 00:02:11
This is the average atomic mass of the element. 00:02:16
So it's this information here. So in this case we know this information. 00:02:20
And it has two natural occurring isotopes. 00:02:26
we are given or we know the masses of each one of these isotopes but we don't 00:02:30
know the abundance of each one. So how do we do this? We are going to 00:02:39
use the same formula only that in this case we know that the average atomic 00:02:45
mass is 6.941 equals and then the abundance of each isotope we don't know 00:02:50
so I'm going to say that the abundance of the isotope 6.0151 is 00:03:02
for example X percent okay so I'm going to call this X because I don't know how 00:03:11
much is that and then for the second isotope the mass is this number it will 00:03:21
be like Y percent but we know that X and Y as there are only two isotopes the 00:03:29
100 percent so Y is 100 minus X so I'm going to use this in this part so six 00:03:36
7 times 100 minus X is the abundance of the second isotope so now I need to 00:03:46
work out this equation to solve this equation for X so I'm the 00:03:57
100 cos multiplying here I'm going to multiply this to remove the brackets 00:04:02
this number multiplied by 100 is this number this number I'm going to move it 00:04:18
here so i isolate the x the thing that we don't know i do this subtraction it's easy with my 00:04:28
calculator there is a mistake here sorry this goes here so i have in this minus 7.5 equals 00:04:48
now i do this and the number is minus 1.001 x okay so x is minus 7.5 divided by minus 1.001 00:05:25
the number is 7.49 remember that it is percent that's the abundance of this isotope okay 00:06:05
the isotope that has an average atomic mass of more or less six and then the abundance of the 00:06:15
other isotope is 100 minus x and we can see that this isotope is much more abundant than 00:06:20
the isotope with the lithium-7 than lithium-6 and you can notice that the average atomic mass 00:06:39
is more like as a number that is closer to seven that it is the six so it's it's normal that 00:06:49
lithium seven is much more abundant than lithium six i hope this helps see you in class 00:06:55
Idioma/s:
en
Autor/es:
Juan Carlos Fajardo
Subido por:
Juan C. F.
Licencia:
Reconocimiento - Compartir igual
Visualizaciones:
120
Fecha:
14 de octubre de 2020 - 21:01
Visibilidad:
Público
Centro:
IES CLARA CAMPOAMOR
Duración:
07′ 04″
Relación de aspecto:
17:9 Es más ancho pero igual de alto que 16:9 (1.77:1). Se utiliza en algunas resoluciones, como por ejemplo: 2K, 4K y 8K.
Resolución:
1920x1008 píxeles
Tamaño:
43.74 MBytes

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