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It normally refers to a rational number that can be expressed as fraction whereas an irrational number cannot be expressed as a fraction.
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What does exact number mean?
the exact answer is no other # it is right on that point
an exact devisor of a number?
A factor of a number.
What is the exact number of e?
The number e is what is known as a transcendental number; it would require an infinitely long decimal expansion to give you the exact number.
When would you estimate instead of finding an exact number?
When it would take much too much time to find an exact number and you don't need it to be exact.
What is the exact square root of 6?
The exact square root is √6 or 60.5. It is an irrational number and so cannot be expressed in exact form as a decimal number.
What is an exact decimal?
an exact decimal must be with the number 0. in it or it is not exact.
How many pokemon fans like raquaza exact number?
This is not something that you can get an exact number for.
What is an exact number in math?
A number
What is the exact number of natural numbers?
There is no "exact". It is infinite.
When you round both factors to a greater number how will your estimate compare with the exact number?
Your estimate will be greater than the exact number.
What does exact number mean?
the exact answer is no other # it is right on that point
What is a number close to an exact number called?
A number close to an exact number is called an estimate or a ballpark figure.
Is Avogadro number an exact number?
Yes
an exact devisor of a number?
A factor of a number.
What is the exact number of e?
The number e is what is known as a transcendental number; it would require an infinitely long decimal expansion to give you the exact number.
What is the exact square root of 6?
The exact square root is √6 or 60.5. It is an irrational number and so cannot be expressed in exact form as a decimal number.
When would you estimate instead of finding an exact number?
When it would take much too much time to find an exact number and you don't need it to be exact.
