Math / Numbers & Operations

Question $3.12 .586 \div 0.35=35.96$

Studdy Solution

STEP 1

What is this asking? We're checking if the given calculation $3.12 \cdot 586 \div 0.35 = 35.96$ is correct! Watch out! Decimal multiplication and division can be tricky, so let's be extra careful with our calculations!

STEP 2

1. Multiply the first two numbers
2. Divide the result by the third number

STEP 3

Let's multiply $3.12$ and $586$ .
Remember, it's like multiplying whole numbers, but we'll adjust for the decimal places later!

STEP 4

$3.12 \cdot 586 = 1827.12$

STEP 5

Now, we'll divide the result we just got, $1827.12$ , by $0.35$ .

STEP 6

$1827.12 \div 0.35 = 5220.342857...$ We get a long decimal!

STEP 7

The given calculation states $3.12 \cdot 586 \div 0.35 = 35.96$ .
We found that $3.12 \cdot 586 \div 0.35 = 5220.342857...$ .
So, the given calculation is not correct!

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Question $3.12 .586 \div 0.35=35.96$

Studdy Solution

STEP 1

What is this asking? We're checking if the given calculation $3.12 \cdot 586 \div 0.35 = 35.96$ is correct! Watch out! Decimal multiplication and division can be tricky, so let's be extra careful with our calculations!

STEP 2

1. Multiply the first two numbers
2. Divide the result by the third number

STEP 3

Let's multiply $3.12$ and $586$ .
Remember, it's like multiplying whole numbers, but we'll adjust for the decimal places later!

STEP 4

$3.12 \cdot 586 = 1827.12$

STEP 5

Now, we'll divide the result we just got, $1827.12$ , by $0.35$ .

STEP 6

$1827.12 \div 0.35 = 5220.342857...$ We get a long decimal!

STEP 7

The given calculation states $3.12 \cdot 586 \div 0.35 = 35.96$ .
We found that $3.12 \cdot 586 \div 0.35 = 5220.342857...$ .
So, the given calculation is not correct!

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Question3.12.586÷0.35=35.963.12 .586 \div 0.35=35.963.12.586÷0.35=35.96

Studdy Solution

STEP 1

What is this asking? We're checking if the given calculation 3.12⋅586÷0.35=35.963.12 \cdot 586 \div 0.35 = 35.963.12⋅586÷0.35=35.96 is correct! Watch out! Decimal multiplication and division can be tricky, so let's be extra careful with our calculations!

STEP 2

1. Multiply the first two numbers2. Divide the result by the third number

STEP 3

Let's **multiply** 3.123.123.12 and 586586586.Remember, it's like multiplying whole numbers, but we'll adjust for the decimal places later!

STEP 4

3.12⋅586=1827.123.12 \cdot 586 = 1827.123.12⋅586=1827.12

STEP 5

Now, we'll **divide** the result we just got, 1827.121827.121827.12, by 0.350.350.35.

STEP 6

1827.12÷0.35=5220.342857...1827.12 \div 0.35 = 5220.342857...1827.12÷0.35=5220.342857... We get a long decimal!

STEP 7

The given calculation states 3.12⋅586÷0.35=35.963.12 \cdot 586 \div 0.35 = 35.963.12⋅586÷0.35=35.96.We found that 3.12⋅586÷0.35=5220.342857...3.12 \cdot 586 \div 0.35 = 5220.342857...3.12⋅586÷0.35=5220.342857....So, the given calculation is **not correct**!

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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.

Question $3.12 .586 \div 0.35=35.96$

What is this asking? We're checking if the given calculation $3.12 \cdot 586 \div 0.35 = 35.96$ is correct! Watch out! Decimal multiplication and division can be tricky, so let's be extra careful with our calculations!

1. Multiply the first two numbers
2. Divide the result by the third number

Let's multiply $3.12$ and $586$ .
Remember, it's like multiplying whole numbers, but we'll adjust for the decimal places later!

$3.12 \cdot 586 = 1827.12$

Now, we'll divide the result we just got, $1827.12$ , by $0.35$ .

$1827.12 \div 0.35 = 5220.342857...$ We get a long decimal!

The given calculation states $3.12 \cdot 586 \div 0.35 = 35.96$ .
We found that $3.12 \cdot 586 \div 0.35 = 5220.342857...$ .
So, the given calculation is not correct!