To show this proof, you must use substitution.
If A=B and B=C, you can substitute C wherever you see B. By doing this, you can write the first equation as A=C.
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by transitive property
The answer depends on what R and C are.
Equals C equals is not a correct bond. In order to create a bond, you will need to have an elemental symbon on either side of the equal sign. C equals C would be a correct bond type.
a = 0.8
C equals negative 1