Understanding the Zero Property of Multiplication | Why (-9)(0) Equals 0 in Mathematics

(-9)(0)

The expression (-9)(0) represents the multiplication of -9 and 0

The expression (-9)(0) represents the multiplication of -9 and 0. In mathematics, anytime you multiply a number by 0, the result is always 0. This is a fundamental property called the zero property of multiplication.

So, by applying this property, we can determine that (-9)(0) equals 0.

Additionally, we can consider the reasoning behind this result. Multiplication is a way of combining groups of numbers. When we multiply any number by 0, we are essentially saying that we have 0 groups of that number. For example, if we have 3 groups of 5, we can represent it as 3 * 5 = 15. However, if we have 0 groups of 5, we can represent it as 0 * 5 = 0. Similarly, when we have 0 groups of -9, the result is still 0.

More Answers:
The Order of Operations | Solving -5x(-7) and understanding PEMDAS
Simplifying the expression -8x(-7) using the rules of multiplying signed numbers | 56x.
Understanding Multiplication of a Negative and Positive Number | The Answer to (-8)(9) Explained

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