# FAQ: CSS Grid Essentials - Fraction

This community-built FAQ covers the “Fraction” exercise from the lesson “CSS Grid Essentials”.

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`grid-template-columns: 3fr 50% 1fr;`
and
`grid-template-columns: 3fr 4fr 1fr;`

Don’t these lines do the same?

1 Like

Confused by fr exercise? Does anyone have a simple explanation of how they understood this exercise?

3 Likes

Just going through lessons myself, so corrections are welcome;

Using fr is a way to use fractions to divide the space. The bottom of the fraction is determined by how many units of fr you use overall.

Say you have 1 column:

grid-template-columns: 1fr;

That means that column is 1/1 of the width of the grid.
But now you add a second column:

grid-template-columns: 1fr 1fr;

Now each column is 1/2 of the width of the grid. Each column is 1fr and there are a total of 2fr, so 1/2.
And this extrapolates out:

grid-template-columns: 1fr 2fr 1fr 5fr;

Now there are four columns, and a total of 10fr. So, in order, each column width is 1/10, 2/10, 1/10, 5/10.

Also, the fractions only account for undefined width. If any of your columns have a defined width, it is ignored from the fraction.

grid-template-columns: 1fr 2fr 1fr 5fr 50%;

We’re still at 10fr total, but the new column is set to 50% of the width, so now the fraction columns are fighting over half of the space they had before.

Say that:

width: 1000px;

Before we introduced the 50% column, the column sizes would have been 100px (1/10), 200px (2/10), 100px (1/10), 500px (5/10).

But with the 50% column introduced and stealing 500px of the total 1000px, the fraction column sizes have changed: 50px (1/10), 100px (2/10), 50px (1/10), 250px (5/10).

Hope that all makes sense and I’m not spouting anything super wrong!

11 Likes

“By using the `fr` unit, we can define the size of columns and rows as a fraction of the grid’s length and width.”

Shouldnt that be height and width? I mean, I get what you mean with length, but wouldn’t it be easier to understand if the actual term of the correct property was used?

Looks like it to me!

The second declaration divides the container width into 8 fractional pieces, thus 4fr = 50% of available width space.

In the sixth exercise how did they divide 500 pixels into 1 fr each? What is the calculation?

1 Like

No, not exactly.

``````grid-template-columns: 3fr 50% 1fr;
``````

In this example, we are splitting it up into 4 pieces (3 + 1). So `3fr` is equal to `3/4` and `1fr` is equal to `1/4`

``````grid-template-columns: 3fr 4fr 1fr;
``````

In this example, we are splitting it up into `8` pieces (3 + 4 + 1). So `3fr` is equal to `3/8`, `4fr` is equal to `4/8` (which is 50% so is the only one correct) and `fr` is equal to `1/8`. If you wanted to replicate it exactly, you would write:

``````grid-template-columns: 6fr 4fr 2fr;
``````

When using `fr`, always count how many we used. So `1fr 1fr 1fr` means we split it up into 3 pieces (1 + 1 + 1). So, in this case, the denominator of the fraction would be `3` and the numerator would be whatever the value is. So `1fr` would be equal to `1/3` - so 1 third of 500px

1 Like

Hello,
I’m not really good at mathematics, and my english is not my first language thought, but i don’t really get your explanation.

Imagine we have :

``````width: 1000px;
grid-template-columns: 3fr 50% 1fr
``````

So :

• second column : 50% = 500px
remaining space is 500px)
• first column : 3 x 125 = 375px
• third column : 1 x 125 = 125px

now we have

``````width: 1000px;
grid-template-columns: 3fr 4fr 1fr;
``````

1000px / 8fr = 125px each fr

• first column : 3 x 125 = 375px
• second column: 4 x 125 = 500px
• third column : 1 x 125 = 125px

So it looks exactly same for me… If i analyze your answer, you said something equal to the first situation will be

``````grid-template-columns: 6fr 4fr 2fr;
``````

here we have 12fr in total, every row is 83px (1000 / 12)

• first column is 500px (6fr)
• second is 333 px (4 * 83)
• third is 166px

Maybe i’m wrong but your answer doens’t looks logic for me ^^

1 Like

All your answers are correct, though you didn’t give the total of the 3rd example. Maybe you didn’t understand what I was trying to say, but it’s basically the same logic You’re absolutely right. It was quite frustrating to get it right and then be told I did it wrong because I used ‘4fr’ instead of ‘50%’. If I have a grid with a final sum of 8fr, then 4fr is 50% of that. So I wasn’t a huge fan when I got a fault for making that exercise work using only fractions because they wanted us to mix and match when it was perfectly possible to achieve the exact same result with fractions as with percentage. 4fr is 50% of 8fr, which is precisely what you get if the other two columns are 3fr and 1fr, and the middle column is 50%…

I think the problem is in the logic of your first example. You are seeing 3fr as 3 quarters of 4, but it’s 3 parts of 8 (because of the 50% column). If we have one column that takes up 3fr and one that takes up 1fr, and a third column that takes up 50%, we know that that column is 4fr (because it’s the same as the total width of the other two columns). So both answers have the same result: the grid is split in 8ths, and the middle column can either be expressed as 50% (a value that depends on the total width of the grid), or 4fr (a value that depends on the fractions of the other columns).