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Comparing Fractions (Maths Rap Sessions Ep 3)
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Learn how to compare fractions. Lyrics below :)
Originally produced by VYKA for Channel 4 Clipbank.
Music produced by @Risk1beats
Published purely for educational purposes.
Chorus
If you ever wanna compare a fraction
There are three things that can help you in that action (bring you satisfaction?),
ONE!...If the fractions have the same denominator,
The fraction with the biggest upper number is the greater.
TWO!...If numerators match then the vibe is,
The fraction with the smaller bottom number is the highest,
THREE!...If nothing seems to have the same number…
…We must get the fractions over the same denominator
Verse 1
Take three over eight and also five eighths.
You can see the denominator(s) in both is(are) the same,
And in this situation the denominator shows us…
…The whole has been divided up into 8 parts…
..There are Three of the Eight parts in three eighths…
…and then Five of the Eight parts in five eighths…
…Because five’s more than three over the same denominator,
The fraction with the biggest upper number is the greater
And since we got it here I couldn’t resist;
how about comparing three eighths and three fifths?...
…Notice that 3 fifths means out of FIVE parts;
And if that isn’t missed then we’re on the right path.
But next the circle’s been divided by 8,
And we’ve taken three parts giving 3 out of eight…
…Now we can see that the numerators match so the vibe is…
…The fraction with the smaller bottom number is the highest
Chorus
If you ever wanna compare a fraction
There are three things that can help you in that action,
ONE!...If the fractions have the same denominator,
The fraction with the biggest upper number is the greater.
TWO!...If numerators match then the vibe is,
The fraction with the smaller bottom number is the highest,
THREE!...If nothing seems to have the same number…
…We must get the fractions over the same denominator
Verse 2
I need fractions! let’s see what my mind makes.
How about three quarters and Five eighths,
And no wait!, there’s more for the mix
let’s also throw in two thirds and Five sixths,
Now they’ve all got different denominators,
And mostly the numerators are different from their neighbors
Now what must seem like an impossible task, it’s time
To put the fractions in order from smaller to large,
BUT WAIT! If nothing seems to have the same number…
…We must get the fractions over the same denominator,
So let’s get them all over 24,
Now ordering the fractions aint a problem anymore.
So remember that with the same denominator,
The fraction with the biggest upper number is the greater.
Now rearrange it all from the small to the biggest,
With the original fractions returned for the finish,
Chorus
If you ever wanna compare a fraction
There are three things that can help you in that action,
ONE!...If the fractions have the same denominator,
The fraction with the biggest upper number is the greater.
TWO!...If numerators match then the vibe is,
The fraction with the smaller bottom number is the highest,
THREE!...If nothing seems to have the same number…
…We must get the fractions over the same denominator
Originally produced by VYKA for Channel 4 Clipbank.
Music produced by @Risk1beats
Published purely for educational purposes.
Chorus
If you ever wanna compare a fraction
There are three things that can help you in that action (bring you satisfaction?),
ONE!...If the fractions have the same denominator,
The fraction with the biggest upper number is the greater.
TWO!...If numerators match then the vibe is,
The fraction with the smaller bottom number is the highest,
THREE!...If nothing seems to have the same number…
…We must get the fractions over the same denominator
Verse 1
Take three over eight and also five eighths.
You can see the denominator(s) in both is(are) the same,
And in this situation the denominator shows us…
…The whole has been divided up into 8 parts…
..There are Three of the Eight parts in three eighths…
…and then Five of the Eight parts in five eighths…
…Because five’s more than three over the same denominator,
The fraction with the biggest upper number is the greater
And since we got it here I couldn’t resist;
how about comparing three eighths and three fifths?...
…Notice that 3 fifths means out of FIVE parts;
And if that isn’t missed then we’re on the right path.
But next the circle’s been divided by 8,
And we’ve taken three parts giving 3 out of eight…
…Now we can see that the numerators match so the vibe is…
…The fraction with the smaller bottom number is the highest
Chorus
If you ever wanna compare a fraction
There are three things that can help you in that action,
ONE!...If the fractions have the same denominator,
The fraction with the biggest upper number is the greater.
TWO!...If numerators match then the vibe is,
The fraction with the smaller bottom number is the highest,
THREE!...If nothing seems to have the same number…
…We must get the fractions over the same denominator
Verse 2
I need fractions! let’s see what my mind makes.
How about three quarters and Five eighths,
And no wait!, there’s more for the mix
let’s also throw in two thirds and Five sixths,
Now they’ve all got different denominators,
And mostly the numerators are different from their neighbors
Now what must seem like an impossible task, it’s time
To put the fractions in order from smaller to large,
BUT WAIT! If nothing seems to have the same number…
…We must get the fractions over the same denominator,
So let’s get them all over 24,
Now ordering the fractions aint a problem anymore.
So remember that with the same denominator,
The fraction with the biggest upper number is the greater.
Now rearrange it all from the small to the biggest,
With the original fractions returned for the finish,
Chorus
If you ever wanna compare a fraction
There are three things that can help you in that action,
ONE!...If the fractions have the same denominator,
The fraction with the biggest upper number is the greater.
TWO!...If numerators match then the vibe is,
The fraction with the smaller bottom number is the highest,
THREE!...If nothing seems to have the same number…
…We must get the fractions over the same denominator
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