Math Problem Statement

The query submitted by the user appears to be a list of mathematical expressions written on a piece of paper, which include: 9 ÷ 3, 7 × 7, 14 + 3, 33 - 7, 12 × 3 + 2, and 10 + 5.

Solution

It looks like you've uploaded a photo containing some mathematical expressions. I will transcribe and solve them for you. The image contains the following expressions:

  1. 9÷39 \div 3
  2. 7×77 \times 7
  3. 14+314 + 3
  4. 33733 - 7
  5. 12×3+212 \times 3 + 2
  6. 10+510 + 5

Let's solve each of these:

  1. 9÷3=39 \div 3 = 3
  2. 7×7=497 \times 7 = 49
  3. 14+3=1714 + 3 = 17
  4. 337=2633 - 7 = 26
  5. 12×3+2=36+2=3812 \times 3 + 2 = 36 + 2 = 38
  6. 10+5=1510 + 5 = 15

Here are the solutions:

  1. 9÷3=39 \div 3 = 3
  2. 7×7=497 \times 7 = 49
  3. 14+3=1714 + 3 = 17
  4. 337=2633 - 7 = 26
  5. 12×3+2=3812 \times 3 + 2 = 38
  6. 10+5=1510 + 5 = 15

Would you like more details or have any questions?

Here are some related questions:

  1. What is the order of operations (PEMDAS) used in solving expressions like 12×3+212 \times 3 + 2?
  2. How does division work when dealing with decimals or fractions?
  3. What are some shortcuts for multiplying numbers like 7×77 \times 7?
  4. How would the result change if we change subtraction to addition in problem 4?
  5. Can expressions like 12×3+212 \times 3 + 2 be rewritten using parentheses?

Tip: When solving complex expressions, always follow the order of operations to avoid mistakes.

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Math Problem Analysis

Mathematical Concepts

Basic Arithmetic
Multiplication
Division
Addition
Subtraction

Formulas

Multiplication: a × b
Division: a ÷ b
Addition: a + b
Subtraction: a - b

Theorems

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Suitable Grade Level

Grades 3-5