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It is called a constant.

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9y ago

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What do you call a number that stands alone in an equation?

You can call it a "number." To distinguish it from a variable expression, you can also call it a "constant."


A number that stands alone in an equation can be called a?

constant


What do you call a letter that stands for a number in an equation?

It is called a variable


What is a number that stands alone in an equation called?

It is called a constant.


A number that stands alone in a equation?

Either called a "term" or a "constant"


A number that stands by itself is called an?

It may be called "the constant term".


Can you solve an integer equation by adding the same number to each side and why?

You're allowed to do that, yes. Whether or not it "solves" any particular equation depends on the equation itself.


What is the answer for this 9 equals x2 plus 57?

This equation is unsolvable as x2 cannot be a negative number as would be suggested by this equation. Any number, even a negative, multiplied by itself will always give a positive number but this equation leaves you with x2 = -48


What is the number that stands by itself called?

The number that stands by itself is called a "singleton" in mathematical terms. In set theory, a singleton is a set that contains exactly one element. In a broader context, it can refer to any standalone number that does not depend on or relate to other numbers in a particular context.


What is a root number in an equation?

a root number is a number in which satifies the unknown value of an equation. For example: x² - 1 = 0 the root of this equation would be 1 or -1 since when multiplied by itself, they both equal 1. Therefore, 1 - 1 = 0


What is the value of x given the equation 3x plus 4 plus 5x-6?

Oops! That's not an equation. It has no 'equals' sign ( ' = ' ) in it, so it's just an 'expression' that stands for a number. The number that it stands for depends on the value of 'x', and any time 'x' changes, the value of the expression changes.


What is a number for which a given logarithm stands?

A number for which a given logarithm stands is the result that the logarithm function yields when applied to a specific base and value. For example, in the equation log(base 2) 8 = 3, the number for which the logarithm stands is 8.