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Math for Quantatative Finance Teacherflix 14 Views • 2 years ago

Multiplication Mash Up - A Fun Way to Learn Your Multiplication Facts! Teacherflix 4 Views • 2 years ago

Tons of MATH VIDEOS here: https://www.mccarthymathacademy.com/

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Want to focus on one factor at a time? Jump ahead by clicking the factor you want to practice:

Multiply by 0 - 0:16 (Music: "No" by Meghan Trainor)
Multiply by 1 - 0:50 (Music: "I Knew You Were Trouble" by Taylor Swift)
Multiply by 2 - 1:18 (Music: "Rude" by Magic!)
Multiply by 3 - 1:47 (Music: "Moves Like Jagger" by Maroon 5)
Multiply by 4 - 2:07 (Music: "Single Ladies" by Beyonce)
Multiply by 5 - 2:30 (Music: "Honey, I'm Good" by Andy Grammer)
Multiply by 6 - 2:49 (Music: "Call Me Maybe" by Carly Rae Jepsen)
Multiply by 7 - 3:09 (Music: "Love Yourself" by Justin Bieber)
Multiply by 8 - 3:50 (Music: "Party Rock Anthem" by LMFAO)
Multiply by 9 - 4:18 (Music: "Watch Me (Whip/Nae Nae)" by Silento)
Multiply by 10 - 4:50 (Music: "Sorry" by Justin Bieber)
Multiply by 11 - 5:16 (Music: "Drag Me Down" by One Direction)
Multiply by 12 - 5:49 (Music: "Can't Stop the Feeling" by Justin Timberlake)

This song is a mash up of current popular music. I do not claim rights for the music, just the adapted educational content of the lyrics. Enjoy!

Lyrics:

C’mon ya’ll
Get fluent
Know your fast facts
Then flaunt it

I’m ‘bout to break it down
Zeros to twelves
Check out my fluency
Let’s go!

(Zeros)

All my students, listen up
If zero is a factor
It takes control
It steals the show
The Property of Zero

Times 1 is 0
Times 2 is 0
Times 3 is 0
Times 4, it is 0
Times 5, it is 0
Times 6, it is 0
Nah, n-nuh, nah, n-nuh
Zee-eer-ro

Times 7 is 0
Times 8 is 0
Times 9 is 0
Times 10, it is 0
11, is 0
Times 12 is 0
Nah, n-nuh, nah, n-nuh
Zee-eer-ro

(Ones)

I knew ones weren’t trouble when they walked in
In fact, they’re so easy
Just count like 1, 2, and 3,
4, 5, 6, 7, 8,
9, 10, 11, 12, ohh
Identity Property of Multiplication

(Twos)

Do you know I know my twos?
Yes, I most certainly do
Do you know I know my twos?
2, 4, 6, 8, 10, 12
14, 16, 18, 20, 22, 24
I know my twos
Use that doubling strategy
So easy,
But I’ll practice them anyway

(Threes)

Hit me with my threes, pretty please
3, 6, 9, 12, 15, 18
21, 24, 27
30, 33, 36
I love me some threes, yeah

(Fours)

If you know your fours, then you should sing a-long with me
If you know your fours, then you should sing a-long with me
Don’t be shy, I know you know ‘em
Sing a-long with me
If you know your fours, then you should sing a-long with me
4, 8, 12, 16, 20, 24, 28
32, 36, 40, 44, 48

(Fives)

Aw, no! Here come the fives
5, 10, 15, 20, 25
You’ll know ‘em all shortly
30, 35, and 40
And then there’s 45, 50, 55, feeling alive
60’s coming, it’s true
Now the fives must bid you adieu

(Sixes)

Hey sixes, I just met ya
You’re kinda crazy
6, 12, and 18, 24, and 30
36 and 42 and 48
54 and 60, 66, 72

(Sevens)

What was the song for the sevens again?
Oh wait, I’ve got it
My momma once told me your sevens could be hard
She said, “If you practice, then soon, you’ll be a star.”
Well I’ve been practicing all day
Now I can finally say,
“Now I know, I know the sevens on my own.”
It goes like 7, 14, 21, 28, 35, 42, 49
56, 63, and 70,
77 and 84

(Eights)

Party rockin’ with the eights, for sure
8, 16, 24
32, 40, 48
56, 64 (Ow!)
72, 80, 88, 96
Party rockin’ with the eights
Can you handle it?

(Nines)

Go on and do those nines for me
McCarthy Math!
We’ve got those nines
9, 18, 27
I’m just beginning
36, 45, 54, 63
Now watch that 72, that 81, that 90, yeah
Now watch that 99, 108
Oh, life is so great with the nine whip nae nae

(Tens)

Is it too late to learn your tensies? (Did she really just call ‘em tensies?)
10, 20, 30, 40 (Oh, she did…)
50, 60, 70, 80
90, 100, 110
120, and that’s the end

(Elevens)

You know the elevens will not drag us down
11, 22, 33, 44, 55, 66, 77, 88, 99
110, 121, 132

(Twelves)

Yeah, uhn, yeah, uhn

I’ve got this feeling
The twelves are great
12, 24, 36, 48
The big 6-0
72
84, 96, we’re almost through

We’ve got that 108
Stepping up to 120
132 and 144
I can’t stop studying because I’m grooving to the beat
Soon I’ll be fluent with my fast facts
And that’ll be sweet

Faster than fast at quiz after quiz
I never thought I’d be a multiplication whiz
Spread the word to all the other kids
‘Bout this mashup, ‘ bout this mash-up, ‘bout this mash-up

Nothing I can see but As,
So I dance, dance, dance
My teacher and my parents are proud of me,
So I dance, dance, dance, c’mon
Multiplying is so easy
So I dance, dance, dance
And I can’t stop listening to this jam
I keep dancing

Multiplication
Mashup
Multiplication
Mashup
C’mon!

Fractions as Division - Fast and Easy Math Learning Videos Teacherflix 2 Views • 2 years ago

For Free Practice Go To: http://[a]www.ilearn.com%2Ffractions[/a]

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This video is one of over 800 similar lessons from iLearn on math topics ranging from kindergarten through high school math.

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If you prefer to read, rather than watch this video, here’s the transcript:

Title: Fractions as Division - Fast And Easy Math Learning Videos

You already know that you can write the remainder in a division problem as a fraction. In this lesson you’ll learn that all division problems can be written as fractions. First let’s review writing remainders as fractions:
Thirteen divided by 3.
Remember: to solve this problem we make an array.
The array we made is 3 by 4, and there’s 1 left over.
Now we break each of our remaining blocks into 3 parts.
And we continue making the array with the parts.
So, now the array we’ve made is 3, by 4 and one-third.
So, 13 divided by 3 is equal to 4 and one-third.
Instead of just splitting the remainder blocks into thirds, we could have split all of the blocks into thirds before forming the array, like this.
Now we’ll make an array. Remember, since we split the blocks into thirds, each whole block will end up being 1 column in the array.
So the array we formed is 3 by thirteen-thirds.
So 13 divided by 3 is equal to thirteen-thirds.
We can do the same thing for all division problems. Any division problem can be rewritten as a fraction with the numerator as the dividend and the denominator as the divisor.
Let’s look at another example.
Three divided by 4.
Since 3 is less than 4 we cannot make an array without splitting each of the blocks into fourths, like this.
Now we can make an array.
So the array we formed is 4 by three-fourths
So 3 divided by 4 is equal to three-fourths.
Let’s look at another example: 56 divided by 9. We can rewrite this as a fraction with 56 as the numerator, and 9 as the denominator.
Let’s look at one last example
Four-sixths. Just as we can rewrite division problems as fractions, we can also rewrite fractions as division problems. So four-sixths is equal to 4 divided by 6.
In the remainder of this lesson you’ll rewrite division problems as fractions and fractions as division problems.

http://[a]www.ilearn.com%2Ffractions[/a]

https://youtu.be/l4I7Hj-Taxc