Math / Numbers & Operations

Question $63[4,424$

Studdy Solution

STEP 1

What is this asking? How many times does 63 go into 4,424?
Basically, we're doing some good old-fashioned division! Watch out! Place values are super important here!
Keep those digits lined up neatly, or things could get messy.

STEP 2

1. Set up the division
2. Divide and conquer!

STEP 3

Let's write our division problem clearly: $4,424 \div 63$ .
This sets the stage for our long division adventure!

STEP 4

63 doesn't go into 4, and it doesn't go into 44.
But it does go into 442!
Let's see, $63 \cdot 6 = 378$ seems like a good fit. $63 \cdot 7 = 441$ is even better!
Let's put a 7 above the 2 in 4424.

STEP 5

Now, subtract that 441 from 442, which leaves us with a 1.
Bring down the next digit, which is 4, to make 14.

STEP 6

How many times does 63 go into 14?
Zero times!
So, we put a 0 above the 4 in 4424.

STEP 7

Multiply $63 \cdot 0 = 0$ , and subtract that from 14.
This leaves us with 14.
Since there are no more digits to bring down, 14 is our remainder.

STEP 8

So, $4,424 \div 63 = 70$ with a remainder of 14.
We can write this as $70 \frac{14}{63}$ .

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Question $63[4,424$

Studdy Solution

STEP 1

What is this asking? How many times does 63 go into 4,424?
Basically, we're doing some good old-fashioned division! Watch out! Place values are super important here!
Keep those digits lined up neatly, or things could get messy.

STEP 2

1. Set up the division
2. Divide and conquer!

STEP 3

Let's write our division problem clearly: $4,424 \div 63$ .
This sets the stage for our long division adventure!

STEP 4

63 doesn't go into 4, and it doesn't go into 44.
But it does go into 442!
Let's see, $63 \cdot 6 = 378$ seems like a good fit. $63 \cdot 7 = 441$ is even better!
Let's put a 7 above the 2 in 4424.

STEP 5

Now, subtract that 441 from 442, which leaves us with a 1.
Bring down the next digit, which is 4, to make 14.

STEP 6

How many times does 63 go into 14?
Zero times!
So, we put a 0 above the 4 in 4424.

STEP 7

Multiply $63 \cdot 0 = 0$ , and subtract that from 14.
This leaves us with 14.
Since there are no more digits to bring down, 14 is our remainder.

STEP 8

So, $4,424 \div 63 = 70$ with a remainder of 14.
We can write this as $70 \frac{14}{63}$ .

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Question63[4,42463[4,42463[4,424

Studdy Solution

STEP 1

What is this asking? How many times does 63 go into 4,424?Basically, we're doing some good old-fashioned division! Watch out! Place values are super important here!Keep those digits lined up neatly, or things could get messy.

STEP 2

1. Set up the division2. Divide and conquer!

STEP 3

Let's write our division problem clearly: 4,424÷634,424 \div 634,424÷63.This sets the stage for our long division adventure!

STEP 4

63 doesn't go into 4, and it doesn't go into 44.But it *does* go into 442!Let's see, 63⋅6=37863 \cdot 6 = 37863⋅6=378 seems like a good fit. 63⋅7=44163 \cdot 7 = 44163⋅7=441 is even better!Let's put a **7** above the 2 in 4424.

STEP 5

Now, subtract that 441 from 442, which leaves us with a **1**.Bring down the next digit, which is 4, to make **14**.

STEP 6

How many times does 63 go into 14?Zero times!So, we put a **0** above the 4 in 4424.

STEP 7

Multiply 63⋅0=063 \cdot 0 = 063⋅0=0, and subtract that from 14.This leaves us with **14**.Since there are no more digits to bring down, 14 is our **remainder**.

STEP 8

So, 4,424÷63=704,424 \div 63 = 704,424÷63=70 with a remainder of 14.We can write this as 70146370 \frac{14}{63}706314​.

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Start learning now

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

Question $63[4,424$

What is this asking? How many times does 63 go into 4,424?
Basically, we're doing some good old-fashioned division! Watch out! Place values are super important here!
Keep those digits lined up neatly, or things could get messy.

1. Set up the division
2. Divide and conquer!

Let's write our division problem clearly: $4,424 \div 63$ .
This sets the stage for our long division adventure!

63 doesn't go into 4, and it doesn't go into 44.
But it does go into 442!
Let's see, $63 \cdot 6 = 378$ seems like a good fit. $63 \cdot 7 = 441$ is even better!
Let's put a 7 above the 2 in 4424.

Now, subtract that 441 from 442, which leaves us with a 1.
Bring down the next digit, which is 4, to make 14.

How many times does 63 go into 14?
Zero times!
So, we put a 0 above the 4 in 4424.

Multiply $63 \cdot 0 = 0$ , and subtract that from 14.
This leaves us with 14.
Since there are no more digits to bring down, 14 is our remainder.

So, $4,424 \div 63 = 70$ with a remainder of 14.
We can write this as $70 \frac{14}{63}$ .