Solve the Arithmetic Expression: 25+6-19+7

Arithmetic Operations with Left-to-Right Evaluation

25+619+7= 25+6-19+7=

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Step-by-step video solution

Watch the teacher solve the problem with clear explanations
00:05 Addition and subtraction are on the same level in the order of operations. So, we solve them from left to right.
00:14 Let's continue solving from left to right.
00:21 Great work! And that's how we find the solution!

Step-by-step written solution

Follow each step carefully to understand the complete solution
1

Understand the problem

25+619+7= 25+6-19+7=

2

Step-by-step solution

Due to the fact that the exercise only involves addition and subtraction operations, we will solve it from left to right:

25+6=31 25+6=31

3119=12 31-19=12

12+7=19 12+7=19

3

Final Answer

19 19

Key Points to Remember

Essential concepts to master this topic
  • Rule: Addition and subtraction have equal priority, solve left to right
  • Technique: Work step by step: 25+6=31, then 31-19=12, finally 12+7=19
  • Check: Verify by grouping differently: (25-19)+(6+7) = 6+13 = 19 ✓

Common Mistakes

Avoid these frequent errors
  • Solving addition and subtraction in wrong order
    Don't solve all additions first, then subtractions = wrong answer! For example, doing 25+6+7-19 = 38-19 = 19 works here by chance, but (25+7)-(6+19) = 32-25 = 7 is wrong. Always work strictly from left to right when operations have equal priority.

Practice Quiz

Test your knowledge with interactive questions

\( 0:7+1= \)

FAQ

Everything you need to know about this question

Why can't I just add all the positive numbers first?

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Because order matters in arithmetic! Addition and subtraction have the same priority level, so you must work left to right. Changing the order can give you a different (wrong) answer.

What if I accidentally did the operations in a different order?

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That's okay! Just start over and be extra careful to work from left to right. Use your finger to track which operation you're doing next.

How can I double-check my answer?

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Try grouping the numbers differently but still following left-to-right order. For example: (25+619)+7=12+7=19 (25+6-19)+7 = 12+7 = 19 . You should get the same answer!

Is there a faster way to solve this?

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You can look for patterns like combining opposites, but always verify by doing it the standard left-to-right way. Mental math shortcuts are great, but accuracy comes first!

What if I have parentheses in the expression?

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Always solve what's inside parentheses first, then continue left to right with the remaining operations. Parentheses change the order of operations!

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