Math / Numbers & Operations

QuestionJenna has 131 dog biscuits. She wants to give them as gifts to each of her 4 poodles. How many biscuits does each poodle get? (Assume each gets the same number of biscuits.)
Choose 1 answer: (c) Each poodle gets 524 biscuits because $131 \times 4=524$ .
Each poodle gets 32 biscuits because $131 \div 4=32$ remainder 3 . Each poodle gets 33 biscuits because $131 \div 4=32$ remainder 3 .

Studdy Solution

STEP 1

What is this asking? If we split 131 dog biscuits evenly among 4 poodles, how many biscuits does each poodle get? Watch out! Don't multiply the number of biscuits by the number of poodles!
We need to divide, not multiply!
Also, remember to consider what the remainder means in the context of the problem.

STEP 2

1. Divide the biscuits
2. Interpret the remainder

STEP 3

We're dividing the total number of biscuits, which is $131$ , by the number of poodles, which is $4$ .
This looks like: $131 \div 4$

STEP 4

Let's break down the division: $\begin{array}{r} 32 \\ 4 \overline{) 131} \\ -12 \\ 11 \\ -8 \\ 3 \end{array}$ So, we get $32$ with a remainder of $3$ .
This means each poodle gets 32 biscuits, and there are 3 biscuits left over.

STEP 5

The remainder of $3$ represents the biscuits that are left over after each poodle gets their equal share.
Since we can't split 3 biscuits evenly among 4 poodles, these biscuits remain.

STEP 6

The problem asks how many biscuits each poodle gets.
We don't break the remaining biscuits into pieces!
So, each poodle gets a whole number of biscuits.
Therefore, each poodle gets $32$ biscuits.

STEP 7

Each poodle gets $32$ biscuits.

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Studdy Solution

STEP 1

STEP 2

1. Divide the biscuits
2. Interpret the remainder

STEP 3

We're dividing the total number of biscuits, which is $131$ , by the number of poodles, which is $4$ .
This looks like: $131 \div 4$

STEP 4

Let's break down the division: $\begin{array}{r} 32 \\ 4 \overline{) 131} \\ -12 \\ 11 \\ -8 \\ 3 \end{array}$ So, we get $32$ with a remainder of $3$ .
This means each poodle gets 32 biscuits, and there are 3 biscuits left over.

STEP 5

The remainder of $3$ represents the biscuits that are left over after each poodle gets their equal share.
Since we can't split 3 biscuits evenly among 4 poodles, these biscuits remain.

STEP 6

The problem asks how many biscuits each poodle gets.
We don't break the remaining biscuits into pieces!
So, each poodle gets a whole number of biscuits.
Therefore, each poodle gets $32$ biscuits.

STEP 7

Each poodle gets $32$ biscuits.

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Studdy Solution

STEP 1

STEP 2

1. Divide the biscuits2. Interpret the remainder

STEP 3

We're **dividing** the total number of biscuits, which is 131131131, by the number of poodles, which is 444.This looks like: 131÷4131 \div 4131÷4

STEP 4

Let's break down the division: 324)131‾−1211−83\begin{array}{r} 32 \\ 4 \overline{) 131} \\ -12 \\ 11 \\ -8 \\ 3 \end{array}324)131​−1211−83​ So, we get 323232 with a remainder of 333.This means each poodle gets **32** biscuits, and there are **3** biscuits left over.

STEP 5

The remainder of 333 represents the biscuits that are left over after each poodle gets their equal share.Since we can't split 3 biscuits evenly among 4 poodles, these biscuits remain.

STEP 6

The problem asks how many biscuits *each* poodle gets.We don't break the remaining biscuits into pieces!So, each poodle gets a whole number of biscuits.Therefore, each poodle gets 323232 biscuits.

STEP 7

Each poodle gets 323232 biscuits.

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1. Divide the biscuits
2. Interpret the remainder

We're dividing the total number of biscuits, which is $131$ , by the number of poodles, which is $4$ .
This looks like: $131 \div 4$

Let's break down the division: $\begin{array}{r} 32 \\ 4 \overline{) 131} \\ -12 \\ 11 \\ -8 \\ 3 \end{array}$ So, we get $32$ with a remainder of $3$ .
This means each poodle gets 32 biscuits, and there are 3 biscuits left over.

The remainder of $3$ represents the biscuits that are left over after each poodle gets their equal share.
Since we can't split 3 biscuits evenly among 4 poodles, these biscuits remain.

The problem asks how many biscuits each poodle gets.
We don't break the remaining biscuits into pieces!
So, each poodle gets a whole number of biscuits.
Therefore, each poodle gets $32$ biscuits.

Each poodle gets $32$ biscuits.