Math / Numbers & Operations

Question5. Stretch Your Thinking Write a real world division problem using 5 as the divisor. Then solve your problem. $\qquad$ $\qquad$ $\qquad$

Studdy Solution

STEP 1

What is this asking? We need to come up with a real-world scenario where we divide something into 5 equal parts, then do the math! Watch out! Make sure your problem actually involves splitting something equally into 5 groups.
Don't accidentally add or subtract!

STEP 2

1. Create a real-world problem.
2. Solve the problem.

STEP 3

Alright, let's imagine a delicious scenario.
I have a giant chocolate bar, and it has exactly 125 individual pieces.
I want to share this chocolate bar equally with 5 of my awesome friends.
How many pieces of chocolate does each friend get?

STEP 4

We have a total of $125$ pieces of chocolate, and we're dividing them among $5$ friends.
So, we need to calculate $125 \div 5$ .

STEP 5

Let's break down the division.
How many times does $5$ go into $1$ ?
Zero times!
But $5$ goes into $12$ two times ( $5 \cdot 2 = 10$ ).
We subtract $10$ from $12$ which leaves us with $2$ .

STEP 6

We bring down the $5$ to make $25$ .
Now, how many times does $5$ go into $25$ ?
Exactly $5$ times! ( $5 \cdot 5 = 25$ ).
Subtracting $25$ from $25$ leaves us with $0$ .

STEP 7

$\begin{array}{r} 25 \\ 5 \overline{) 125} \\ -10 \\ 25 \\ -25 \\ 0 \end{array}$

STEP 8

So, $125 \div 5 = 25$ .

STEP 9

Each friend gets 25 delicious pieces of chocolate!

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Question5. Stretch Your Thinking Write a real world division problem using 5 as the divisor. Then solve your problem. $\qquad$ $\qquad$ $\qquad$

Studdy Solution

STEP 1

What is this asking? We need to come up with a real-world scenario where we divide something into 5 equal parts, then do the math! Watch out! Make sure your problem actually involves splitting something equally into 5 groups.
Don't accidentally add or subtract!

STEP 2

1. Create a real-world problem.
2. Solve the problem.

STEP 3

Alright, let's imagine a delicious scenario.
I have a giant chocolate bar, and it has exactly 125 individual pieces.
I want to share this chocolate bar equally with 5 of my awesome friends.
How many pieces of chocolate does each friend get?

STEP 4

We have a total of $125$ pieces of chocolate, and we're dividing them among $5$ friends.
So, we need to calculate $125 \div 5$ .

STEP 5

Let's break down the division.
How many times does $5$ go into $1$ ?
Zero times!
But $5$ goes into $12$ two times ( $5 \cdot 2 = 10$ ).
We subtract $10$ from $12$ which leaves us with $2$ .

STEP 6

We bring down the $5$ to make $25$ .
Now, how many times does $5$ go into $25$ ?
Exactly $5$ times! ( $5 \cdot 5 = 25$ ).
Subtracting $25$ from $25$ leaves us with $0$ .

STEP 7

$\begin{array}{r} 25 \\ 5 \overline{) 125} \\ -10 \\ 25 \\ -25 \\ 0 \end{array}$

STEP 8

So, $125 \div 5 = 25$ .

STEP 9

Each friend gets 25 delicious pieces of chocolate!

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Question5. Stretch Your Thinking Write a real world division problem using 5 as the divisor. Then solve your problem. \qquad \qquad \qquad

Studdy Solution

STEP 1

What is this asking? We need to come up with a real-world scenario where we divide something into 5 equal parts, then do the math! Watch out! Make sure your problem actually involves splitting something *equally* into 5 groups.Don't accidentally add or subtract!

STEP 2

1. Create a real-world problem.2. Solve the problem.

STEP 3

Alright, let's imagine a delicious scenario.I have a giant chocolate bar, and it has exactly **125** individual pieces.I want to share this chocolate bar *equally* with **5** of my awesome friends.How many pieces of chocolate does each friend get?

STEP 4

We have a total of 125125125 pieces of chocolate, and we're dividing them among 555 friends.So, we need to calculate 125÷5125 \div 5125÷5.

STEP 5

Let's break down the division.How many times does 555 go into 111?Zero times!But 555 goes into 121212 two times (5⋅2=105 \cdot 2 = 105⋅2=10).We subtract 101010 from 121212 which leaves us with 222.

STEP 6

We bring down the 555 to make 252525.Now, how many times does 555 go into 252525?Exactly 555 times! (5⋅5=255 \cdot 5 = 255⋅5=25).Subtracting 252525 from 252525 leaves us with 000.

STEP 7

255)125‾−1025−250\begin{array}{r} 25 \\ 5 \overline{) 125} \\ -10 \\ 25 \\ -25 \\ 0 \end{array}255)125​−1025−250​

STEP 8

So, 125÷5=25125 \div 5 = 25125÷5=25.

STEP 9

Each friend gets **25** delicious pieces of chocolate!

Get Studdy

Studdy solves anything!

Start learning now

Download Studdy AI Tutor now. Learn with ease and get all help you need to be successful at school.

Question5. Stretch Your Thinking Write a real world division problem using 5 as the divisor. Then solve your problem. $\qquad$ $\qquad$ $\qquad$

What is this asking? We need to come up with a real-world scenario where we divide something into 5 equal parts, then do the math! Watch out! Make sure your problem actually involves splitting something equally into 5 groups.
Don't accidentally add or subtract!

1. Create a real-world problem.
2. Solve the problem.

Alright, let's imagine a delicious scenario.
I have a giant chocolate bar, and it has exactly 125 individual pieces.
I want to share this chocolate bar equally with 5 of my awesome friends.
How many pieces of chocolate does each friend get?

We have a total of $125$ pieces of chocolate, and we're dividing them among $5$ friends.
So, we need to calculate $125 \div 5$ .

Let's break down the division.
How many times does $5$ go into $1$ ?
Zero times!
But $5$ goes into $12$ two times ( $5 \cdot 2 = 10$ ).
We subtract $10$ from $12$ which leaves us with $2$ .

We bring down the $5$ to make $25$ .
Now, how many times does $5$ go into $25$ ?
Exactly $5$ times! ( $5 \cdot 5 = 25$ ).
Subtracting $25$ from $25$ leaves us with $0$ .

$\begin{array}{r} 25 \\ 5 \overline{) 125} \\ -10 \\ 25 \\ -25 \\ 0 \end{array}$

So, $125 \div 5 = 25$ .

Each friend gets 25 delicious pieces of chocolate!