Q:
# What is a zero pair?

**A zero pair describes a pair of numbers whose sum equals zero.** One number in this equation will always have a positive sign, while the other number will always have a negative sign.

A zero pair will always feature the positive and negative form of the same number. For instance, +3 and -3 would be considered a zero pair because the resultant sum when they are added together is zero (+3 + -3 = 0). Conversely, +3 and -2 would not be considered a zero pair because the resultant sum when they are added together would not be zero (+3 + -2 = +1).

The main purpose of a zero pair is to simplify the process of addition and subtraction in complex mathematical equations featuring multiple numbers and variables. For example, in the problem 2+6-3-2, the positive 2 and the negative 2 cancel each other out because they are a zero pair, thus reducing the problem to 6-3.

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Q:
## What is the way to factor x3y3 + z3?

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## What are some examples of binomial distribution?

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## What is the sum of two cubes?

A: The sum of two cubes refers to a special factoring formula: a^3 + b^3 = (a + b)(a^2 - ab + b^2). The a^3 and b^3 are the two cubes being added. For example... Full Answer >Filed Under: -
Q:
## What is x squared plus x squared?

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