Math / Numbers & Operations

Question $(19-7) \div 4 \cdot 11$

Studdy Solution

STEP 1

What is this asking? This is asking us to evaluate a simple arithmetic expression with parentheses, division, and multiplication. Watch out! Remember the order of operations—PEMDAS/BODMAS—especially that multiplication and division have the same precedence and are performed from left to right!

STEP 2

1. Parentheses
2. Division
3. Multiplication

STEP 3

Let's start by tackling what's inside the parentheses: $19 - 7$ .
This part is straightforward!

STEP 4

Calculating $19 - 7$ gives us 12.
So, our expression becomes $12 \div 4 \cdot 11$ .
See, we're making progress already!

STEP 5

Next up is division!
Remember, multiplication and division have the same rank in the order of operations, so we work from left to right.
We have $12 \div 4$ .

STEP 6

$12 \div 4$ gives us 3.
Now our expression looks like this: $3 \cdot 11$ .
Almost there!

STEP 7

Finally, we have $3 \cdot 11$ .
This is the last step!

STEP 8

Multiplying $3$ by $11$ gives us 33.
Fantastic!

STEP 9

Our final answer is 33!

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Question $(19-7) \div 4 \cdot 11$

Studdy Solution

STEP 1

What is this asking? This is asking us to evaluate a simple arithmetic expression with parentheses, division, and multiplication. Watch out! Remember the order of operations—PEMDAS/BODMAS—especially that multiplication and division have the same precedence and are performed from left to right!

STEP 2

1. Parentheses
2. Division
3. Multiplication

STEP 3

Let's start by tackling what's inside the parentheses: $19 - 7$ .
This part is straightforward!

STEP 4

Calculating $19 - 7$ gives us 12.
So, our expression becomes $12 \div 4 \cdot 11$ .
See, we're making progress already!

STEP 5

Next up is division!
Remember, multiplication and division have the same rank in the order of operations, so we work from left to right.
We have $12 \div 4$ .

STEP 6

$12 \div 4$ gives us 3.
Now our expression looks like this: $3 \cdot 11$ .
Almost there!

STEP 7

Finally, we have $3 \cdot 11$ .
This is the last step!

STEP 8

Multiplying $3$ by $11$ gives us 33.
Fantastic!

STEP 9

Our final answer is 33!

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Question(19−7)÷4⋅11(19-7) \div 4 \cdot 11(19−7)÷4⋅11

Studdy Solution

STEP 1

What is this asking? This is asking us to evaluate a simple arithmetic expression with parentheses, division, and multiplication. Watch out! Remember the order of operations—PEMDAS/BODMAS—especially that multiplication and division have the same precedence and are performed from left to right!

STEP 2

1. Parentheses2. Division3. Multiplication

STEP 3

Let's **start** by tackling what's inside the parentheses: 19−719 - 719−7.This part is straightforward!

STEP 4

Calculating 19−719 - 719−7 gives us **12**.So, our expression becomes 12÷4⋅1112 \div 4 \cdot 1112÷4⋅11.See, we're making progress already!

STEP 5

Next up is division!Remember, multiplication and division have the same rank in the order of operations, so we work from left to right.We have 12÷412 \div 412÷4.

STEP 6

12÷412 \div 412÷4 gives us **3**.Now our expression looks like this: 3⋅113 \cdot 113⋅11.Almost there!

STEP 7

Finally, we have 3⋅113 \cdot 113⋅11.This is the last step!

STEP 8

Multiplying 333 by 111111 gives us **33**.Fantastic!

STEP 9

Our final answer is **33**!

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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 $(19-7) \div 4 \cdot 11$

1. Parentheses
2. Division
3. Multiplication

Let's start by tackling what's inside the parentheses: $19 - 7$ .
This part is straightforward!

Calculating $19 - 7$ gives us 12.
So, our expression becomes $12 \div 4 \cdot 11$ .
See, we're making progress already!

Next up is division!
Remember, multiplication and division have the same rank in the order of operations, so we work from left to right.
We have $12 \div 4$ .

$12 \div 4$ gives us 3.
Now our expression looks like this: $3 \cdot 11$ .
Almost there!

Finally, we have $3 \cdot 11$ .
This is the last step!

Multiplying $3$ by $11$ gives us 33.
Fantastic!

Our final answer is 33!