yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

Worked example: Finding the formula of an ionic compound | AP Chemistry | Khan Academy


2m read
·Nov 11, 2024

Let's now see if we could come up with the chemical formula for the ionic compound calcium bromide. And like always, if you are inspired, pause the video and see if you could come up with it on your own.

All right, so the convention is that we write the positive ion first, and so that's a pretty good clue that calcium is going to be the positive ion. Now let's look at the periodic table to confirm that it's likely that calcium would ionize as a cation. Well, calcium is right over here in group two, and group two elements, also known as alkaline earth metals, they tend to ionize by losing two electrons. That's because they have two electrons in their outermost shell; they would like to lose them.

So when calcium ionizes, it is going to be—it is going to ionize as Ca²⁺. Now, let's look at the bromide part. The "ide" tells us that this is going to be a negative ion, or it's going to be an anion. If you look at where bromine sits at our periodic table, right over here, we see it is a halide. We see that it likes to gain an electron, and so it makes sense that it's going to be our anion.

Bromine is going to want to gain an electron to have eight electrons in its outermost shell. So our bromide anion is going to look like this: it's going to be one minus; it's going to want to gain an electron. That's what these elements in this group like to do.

Now, what is the formula going to be? And remember, the key here is for an ionic compound, especially one that has no net charge. Here for an ionic compound, we're going to have—these things are going to cancel each other out. The charge of the calcium cation is going to cancel out with the bromine, with the bromide anions.

So how is that going to happen? Well, you have two plus here; you only have one minus here. So you're going to have to have two bromides for every one of the calcium ions. So this is going to be—you're going to have two bromides for every one of the calciums. So it's going to be like this: Br₂.

And there you have it; that is the chemical formula for calcium bromide. And how did we know that we have two bromides for every calcium? Well, because when calcium ionizes, it's going to be two plus; it's a group two element right over here, and bromine only gets a negative one, or one minus charge. So, you're going to need two of the bromides for every one of the calciums.

More Articles

View All
Worked example: Inflection points from first derivative | AP Calculus AB | Khan Academy
So we’re told let G be a differentiable function defined over the closed interval from -6 to 6. The graph of its derivative, so they’re giving the graphing the derivative of G. G prime is given below. So this isn’t the graph of G; this is the graph of G p…
An Update on Ray Dalio's Views of The Five Big Forces Shaping 2024
I’m Jim Hasell, editor of the Bridgewater Daily Observations. Earlier this year, we published a Daily Observations by Bridgewater founder and CIO Mentor Ray Dalio, where he described his five big forces framework and how these forces will shape 2024 and t…
Surviving Shok Valley | No Man Left Behind
All right, going away. I got two in the L right now when battle’s about to kick off, and it’s imminent. Definitely get a major shot of adrenaline. Um, because you can’t freeze at that point. We have trained for years to overcome that fight or flight sensa…
2015 AP Physics 1 free response 3c
All right, now let’s tackle part C. Use quantitative reasoning, including equations as needed, to develop an expression for the new final position of the block. Express your answer in terms of D. All right, I’m going to set up a little table here for par…
The Closer We Get, The More We Hurt | The Hedgehog’s Dilemma
Once upon a time, a group of hedgehogs faced the cold winter. As they were feeling cold, they decided to move closer to each other and share bodily warmth. Unfortunately, as soon as they crawled together, they hurt each other with their sharp spines. And …
Indefinite integrals: sums & multiples | AP Calculus AB | Khan Academy
So we have listed here two significant properties of indefinite integrals, and we will see in the future that they are very, very powerful. All this is saying is the indefinite integral of the sum of two different functions is equal to the sum of the inde…