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Anything multiplied by zero is zero. And its converse, that the product of non-zero numbers must be non-zero.

This is used to find the roots of equations.


If a function, f(x), is equal to the product of functions g(x) and h(x),

that is, f(x) = g(x)*h(x)

then

f(x) = 0 implies that g(x) = 0 or h(x) = 0


At high school level, this is used to find the solutions of quadratic equations:

If (x - a)*(x - b) = 0 then x - a = 0 or x - b = 0

that is, x = a or x = b


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Q: What is the zero product property and how do you use it?
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Related questions

Which property states the product of any factor and 0 equals 0?

Zero Product Property


What tool of algebra is it when any number is multiplied by zero and the product is zero?

Zero Property of Multiplication


What is another name for the zero property of multiplication?

The zero property is also called the "zero product property." The property states that any real number times 0 is always equal to 0.


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A non-example of a product is where it equals 0. This is called zero-product property. This is the property of two non-zero elements being zero. In chemistry, it would be any substance which is a reactant.


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There are many properties of multiplication. There is the associative property, identity property and the commutative property. There is also the zero product property.


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No it is not a zero property because it doesn't use a zero. It is an example of the commutative property of multiplication.


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Why am I wasting my time with such an obvious question? Multiplication Property of Zero! If you multiply anything by zero, the product is zero!


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You would use the Property Of Zero


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the zero property in math is when you multiply by zero which is the multiplicative property of zero or it is when you add zero to anything and get zero that is called the additive property of zero


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You probably could figure this one out: it's ZERO.