Math / Numbers & Operations

QuestionFind the missing number. Write your answer as a whole number or decimal. $44.2 \div \square=4.42$
Submit

Studdy Solution

STEP 1

1. We are given the division equation $44.2 \div \square = 4.42$ .
2. We need to find the missing number represented by the square symbol ( $\square$ ).
3. The answer should be presented as a whole number or a decimal.

STEP 2

1. Understand the relationship between division and multiplication.
2. Set up the equation to solve for the missing number.
3. Solve the equation.

STEP 3

Recognize that division can be rewritten as multiplication. If $a \div b = c$ , then $a = b \times c$ .

STEP 4

Rewrite the given division equation using multiplication:
$44.2 \div \square = 4.42$
This can be rewritten as:
$44.2 = \square \times 4.42$

STEP 5

Solve for the missing number ( $\square$ ) by dividing both sides of the equation by $4.42$ :
$\square = \frac{44.2}{4.42}$

STEP 6

Calculate the value of $\square$ :
$\square = \frac{44.2}{4.42} = 10$
The missing number is:
$\boxed{10}$

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QuestionFind the missing number. Write your answer as a whole number or decimal. $44.2 \div \square=4.42$
Submit

Studdy Solution

STEP 1

1. We are given the division equation $44.2 \div \square = 4.42$ .
2. We need to find the missing number represented by the square symbol ( $\square$ ).
3. The answer should be presented as a whole number or a decimal.

STEP 2

1. Understand the relationship between division and multiplication.
2. Set up the equation to solve for the missing number.
3. Solve the equation.

STEP 3

Recognize that division can be rewritten as multiplication. If $a \div b = c$ , then $a = b \times c$ .

STEP 4

Rewrite the given division equation using multiplication:
$44.2 \div \square = 4.42$
This can be rewritten as:
$44.2 = \square \times 4.42$

STEP 5

Solve for the missing number ( $\square$ ) by dividing both sides of the equation by $4.42$ :
$\square = \frac{44.2}{4.42}$

STEP 6

Calculate the value of $\square$ :
$\square = \frac{44.2}{4.42} = 10$
The missing number is:
$\boxed{10}$

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QuestionFind the missing number. Write your answer as a whole number or decimal. 44.2÷□=4.4244.2 \div \square=4.4244.2÷□=4.42Submit

Studdy Solution

STEP 1

1. We are given the division equation 44.2÷□=4.42 44.2 \div \square = 4.42 44.2÷□=4.42.2. We need to find the missing number represented by the square symbol (□\square□).3. The answer should be presented as a whole number or a decimal.

STEP 2

1. Understand the relationship between division and multiplication.2. Set up the equation to solve for the missing number.3. Solve the equation.

STEP 3

Recognize that division can be rewritten as multiplication. If a÷b=c a \div b = c a÷b=c, then a=b×c a = b \times c a=b×c.

STEP 4

Rewrite the given division equation using multiplication:44.2÷□=4.42 44.2 \div \square = 4.42 44.2÷□=4.42This can be rewritten as:44.2=□×4.42 44.2 = \square \times 4.42 44.2=□×4.42

STEP 5

Solve for the missing number (□\square□) by dividing both sides of the equation by 4.42 4.42 4.42:□=44.24.42 \square = \frac{44.2}{4.42} □=4.4244.2​

STEP 6

Calculate the value of □\square□:□=44.24.42=10 \square = \frac{44.2}{4.42} = 10 □=4.4244.2​=10 The missing number is:10\boxed{10}10​

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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.

QuestionFind the missing number. Write your answer as a whole number or decimal. $44.2 \div \square=4.42$
Submit

1. We are given the division equation $44.2 \div \square = 4.42$ .
2. We need to find the missing number represented by the square symbol ( $\square$ ).
3. The answer should be presented as a whole number or a decimal.

1. Understand the relationship between division and multiplication.
2. Set up the equation to solve for the missing number.
3. Solve the equation.

Recognize that division can be rewritten as multiplication. If $a \div b = c$ , then $a = b \times c$ .

Rewrite the given division equation using multiplication:
$44.2 \div \square = 4.42$
This can be rewritten as:
$44.2 = \square \times 4.42$

Solve for the missing number ( $\square$ ) by dividing both sides of the equation by $4.42$ :
$\square = \frac{44.2}{4.42}$

Calculate the value of $\square$ :
$\square = \frac{44.2}{4.42} = 10$
The missing number is:
$\boxed{10}$