 Brown Dogs and 1 Black Dog - How Many More brown dogs than black dogs are there?

If there are multiple brown dogs and only 1 black dog, the question asks for how many more brown dogs there are than black dogs.

Let’s assume there are \( n \) brown dogs. Since there is 1 black dog, the difference between the number of brown dogs and black dogs is:

\[
\text{Difference} = n - 1
\]

So, the number of brown dogs is \( n - 1 \) more than the number of black dogs.

Would you like me to help with a specific number of brown dogs, or would you like more details about this type of problem?

### Relative Questions:
1. If there are 7 brown dogs, how many more are there than black dogs?
2. How many more brown dogs are there if there are 10 brown dogs?
3. If there are twice as many brown dogs as black dogs, how many brown dogs are there?
4. What is the difference if there are 5 brown dogs and 1 black dog?
5. How would the equation change if there were 3 black dogs instead?

### Tip:
When comparing quantities, always remember to subtract the smaller quantity from the larger one to find the difference!

Brown Dogs and 1 Black Dog - How Many More brown dogs than black dogs are there?

Learn how to calculate the difference between the number of brown dogs and 1 black dog. This problem demonstrates basic arithmetic concepts, comparing quantities by using the formula 'Difference = n - 1'. Suitable for students in Grades 3-5.

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