Question
Which of the following are correct ways to read the following exp ession? Select all that apply. \( -6 \cdot(-5) \) Six groups of negative five The product of negative 6 and negative 5 The sum of negative 6 and negative 5 The opposite of 5 groups of 6
Ask by Daniel Beck. in the United States
Jan 24,2025
Real Tutor Solution
Tutor-Verified Answer
Answer
The correct ways to read the expression \( -6 \cdot(-5) \) are:
1. Six groups of negative five
2. The product of negative 6 and negative 5
Solution
To read the expression \( -6 \cdot(-5) \), the correct ways are:
1. Six groups of negative five
2. The product of negative 6 and negative 5
The expression \( -6 \cdot(-5) \) represents the product of negative 6 and negative 5, which is equal to 30.
Therefore, the correct ways to read the expression are:
1. Six groups of negative five
2. The product of negative 6 and negative 5
The other options are incorrect.
Reviewed and approved by the UpStudy tutoring team
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Simplify this solution The Deep Dive
Let's dive into the world of interpreting mathematical expressions! The expression \( -6 \cdot(-5) \) can be read as "the product of negative 6 and negative 5." This clearly captures the operation involved: multiplication! On the other hand, saying "the opposite of 5 groups of 6" is not quite right since it suggests a different operation altogether. When it comes to practical application, understanding how to read expressions correctly is crucial in everyday math, from calculating grocery bills to figuring out discounts. If you misinterpret what "product" means, you could end up seriously confused with your calculations!
