Is -34 × -35 positive or negative?
Answer (2)
The problem involves determining the sign of the product of two negative numbers.
Recall that the product of two negative numbers is always positive.
Apply this rule to the expression -34 × -35.
Conclude that the result is p os i t i v e .
Explanation
Understanding the Problem We need to determine whether the product of -34 and -35 is positive or negative. To do this, we need to remember the rules of multiplying negative numbers.
Rule of Negative Numbers The rule for multiplying two negative numbers is that the result is always a positive number. This is because a negative number can be thought of as the opposite of a positive number. When you multiply two negative numbers, you are essentially taking the opposite of a negative number, which results in a positive number.
Applying the Rule In this case, we are multiplying -34 and -35. Since both numbers are negative, their product will be positive.
Conclusion Therefore, -34 × -35 is positive.
Examples
In real life, this concept is useful in accounting. For example, if a business has two separate debts (negative values) and you want to understand the overall impact of these debts combined, you would multiply them in certain financial calculations. Understanding that the product of two negative debts results in a positive value (representing an asset or credit in some contexts) is crucial for accurate financial analysis. For instance, reducing expenses (a negative change) multiple times can lead to increased profit (a positive outcome).
-34 multiplied by -35 is positive since the product of two negative numbers is always positive. Thus, -34 × -35 equals +1190. In conclusion, the result is positive.
;
