00:01
This problem focuses on the concept of isomerism, and in this problem, we have to use the formula for a coordination compound to draw its appropriate isomers.
00:13
And specifically in this problem, we talk about constitutional and geometric isomers, which we'll talk about once we get to those different kinds of isomers.
00:24
For part a, we can draw a cis and trans isomer.
00:28
For the cis isomer, we start with the central iron atom.
00:32
We'll have two chlorine groups on the same side, and then four amine groups all adjacent to one another.
00:40
That's why we call it cis, where we have the groups on the same side.
00:44
And for the trans isomer, we'll again have our central iron atom, but all of the groups will be opposite one another.
00:51
So we have chlorine opposite of one another and our immune groups on opposite sides of our central atom.
00:59
And now onto part b, we can again draw a cis and trans isomer.
01:06
This one could be a little bit easier because now it's not octahedral.
01:10
We only have four ligands.
01:13
So for our cis isomer, we start with essential platinum.
01:17
And we'll have our amine groups on the same side.
01:22
And then we'll have a bromine atom on one side.
01:26
And that will be adjacent to the thiosynate ligin.
01:30
And for our trans ligin, or pardon me, our trans isomer, notice here how our immune groups are on opposite sides of our central atom...