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CENTRE OF MASS

  By Eeshan Baheti In this new physics blog, I will be going to show you about the topic of centre of mass in physics. In this blog, I will also show some example tutorials to  make the  topic understand more further. So let's begin into the topic of centre of mass. History of Centre of Mass The concept of centre of mass in physics in the form of centre of gravity was first introduced by the great Greek physicist, mathematician and engineer  Archimedes of Syracuse.  He worked with simplified assumptions about gravity that amount to a uniform field which thus, made the arrival of he mathematical properties that is known today as centre of mass. Archimedes showed that the torque exerted on the lever by weights resting at various points along the lever is the same as what it would be if all of the weights were moved to a single point which is the centre of mass.  In work of floating bodies, he demonstrated that the orientation of a  floating object i...

LAW OF RECIPROCAL PROPORTION

 by Eeshan Baheti


In this blog, I will be explaining all about law of reciprocal proportion.
So let's begin into this topic.

LAW OF RECIPROCAL PROPORTION

The law of reciprocal proportion was proposed by Jeremias Richter in 1792. 
It states that, if two different elements combine separately with the same weight 
of a third element, the ratio of the masses in which they do so are either 
the same or a simple multiple of the mass ratio in which they combine. 

According to this law, if there are three elements A, B and C and the ratio by mass of two
elements A and B which combine separately with a fixed mass of the third element C 
is either same or in simple multiple ratio by mass in which A and B combine directly with each other.

This law can be stated in more simplified terms by the following examples type illustrations.



In this example illustration, elements C and O combine separately with the third 
element H to form CH4 AND H2O and they combine directly with each other to form 
CO2 as shown in the above provided figure. In CH4, 12 parts by weight of 
carbon combine with 4 parts by weight of hydrogen. In H2O, 2 parts by weight of 
hydrogen combine with 16 parts by weight of oxygen. The weights of C and O which combine
with fixed weights of hydrogen (say 4 parts of weight) are 12 and 32. Thus, we can 
say that they are in the ratio of 12 : 32 which is simplified into 3 : 8.

Now in CO2, 12 parts by weight of carbon combine directly with 32 parts by 
weight of oxygen. Thus, they combine directly into the ratio of 12 : 32 or simply 3 : 8
which is same as the first ratio.

So, this was the first example illustration of law of reciprocal proportion
I will be showing you another example illustration below.



In this example illustration the elements H and O combine separately with 
the third element S to form H2S and SO2 and they combine
directly with each other to form H2O as shown in the figure above. As shown in the
figure above , the weights of H and O which combine with the fixed weight 
of S which is 32 parts are 2 and 32. Thus, they are in the ratio of 2 : 32 or simply 1 : 16.

When H and O combine directly to form H2O, the ratio of their combining
weights are 2 : 16 or simply 1 : 8. But this ratio is not the same as the ratio above 
that is 1 : 16.

But this ratio formed is similar as the two ratios are related to such other 1/16 : 1/8 = 1:2. 
Thus, these ratios are a simple multiple of each other.

These were the two example illustration I provided you to explain you the complex
topic of law of reciprocal proportion. I will provide you with question - answer 
tutorials of laws of reciprocal proportion. 

If you have any doubts about law of reciprocal proportion or any of the topic of
science, please leave a comment or ask me the doubt on my telegram channel.
My telegram channel link is given below the image. 


              TELEGRAM CHANNEL LINK : t.me/sciecncekingblogs



 

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