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An imaginary number such as the square root of any negative number.
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Are all imaginary numbers are real numbers?
No. None are because the opposite of a real number is an imaginary number. In real numbers there are rational, irrational, counting, whole numbers, and integers.
What number is the opposite of 55.7?
In mathematics there are real and imaginary numbers. Real numbers include 55.7 as a tangible quantity, The imaginary and opposite number is (a negative or minus) -55.7.
What is the opposite of a rational number?
Within the set of rational numbers, positives and negatives are considered opposite.
What is the largest set of numbers that includes all the numbers ever used called?
set of real numbers? although people use imaginary numbers too, even though they're sort of the opposite of real numbers ... so maybe you're looking for the set of "all numbers"?
Example of properties of real numbers?
examples: 1, 2, 0, -5, sqrt(2), pi etc. real numbers means numbers on the real plane. the opposite of real numbers are imaginary numbers which takes the format of ai, in which the i is the imaginary unit they do not exist on the real plane, but only on the imaginary plane. they can be found by square-rooting a negative number, e.g. sqrt(-4)=2i usually imaginary numbers are used with real numbers, with the format a+bi, and this is called complex numbers.
What are the opposite of prime numbers?
The opposite of prime numbers are composite numbers.
What is the opposite of natural numbers?
the opposite of natraul numbers is unnatural numbers.
What are opposite numbers?
Opposite numbers are another words for negative numbers.-4 is opposite of +45,6,7,8,9, and so on
Which property of real numbers states that a number added to its opposite results in 0?
The existence of an additive inverse.
All of the whole numbers and their opposite numbers?
all numbers are whole numbers. anything from 0-infinity. a numbers opposite is its negative or positive. so 7's opposite is -7
Why do you add an integer opposite when subtracting integers?
to make the integer zero for example: 2x+7y=7x+9 in this step's need to transpose 7x to the left member, 2x-7x+7y=7x-7x+9 look! it become zero and 7x is already transpose to the left member then that's the purpose of adding its opposite We use the opposite of a real numbers to distinguish the number from a negative number. The opposites of reals are real, whereas negative numbers are imaginary numbers. In the above example values and variables are assumed to be real.
Is anti epileptic the opposite to epileptic?
There is no real opposite to epileptic, so the answer to your question would be no.There is no real opposite to epileptic, so the answer to your question would be no.There is no real opposite to epileptic, so the answer to your question would be no.There is no real opposite to epileptic, so the answer to your question would be no.There is no real opposite to epileptic, so the answer to your question would be no.There is no real opposite to epileptic, so the answer to your question would be no.There is no real opposite to epileptic, so the answer to your question would be no.There is no real opposite to epileptic, so the answer to your question would be no.There is no real opposite to epileptic, so the answer to your question would be no.There is no real opposite to epileptic, so the answer to your question would be no.There is no real opposite to epileptic, so the answer to your question would be no.
