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No. There is no number you can write that someone else can't come along and write "plus one" after it.
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How do you calculate the fifth square of a number?
There's no such thing as "the fifth square" of a number.To calculate any whole-number power of a number, write the number that many timesall on one line, then write the word "times" between them, get your pencil out, and getto work.The 5th power of a number 'N' is'N' times 'N' times 'N' times 'N' times 'N' .
How do you write a number less than a number?
n-n
Write a program which will rise any number X to a positive power nobtain values of X and n from user?
user-generated content: disclaimer report abuse = Write a program which will rise any number X to a positive power nobtain values of X and n from user? =
How do you write a number as a power of 2?
For an exact power of 2 (1, 2, 4, 8, 16, 32, etc., but also 1/2, 1/4, etc.), you can try out different exponents until you get it right. To write any number (greater than 0) as a power of 2 is equivalent to taking the logarithm of that number in base 2, which is the same (if you call your number "n") as calculating log n / log 2 (using the same base for both logarithms - for example, both in base 10, or both in base e).
How do you write the product of 12 and a number?
For n=number 12xn, (12)(n), (12)n, 12(n), or 12n
How do you write the difference between a number and one third of the number?
n - n/3
How do you write 3 to the power of n plus 2 plus 3 to the power of n as a single term?
3^n+2+3^n = 6^n+2 *'to the power of' can be represented with this symbol ^ .
How do you write the square of the quotient of a number and 4?
(n/4)2, where n is a number.
How do you write the quotient of a number and 12 as an expression?
n/12. n=variable......stands for the number.
How do you write the sum of a number and 100?
The algebraic expression is n + 100, where n is the unknown number.
How do you write a product of four and a number?
You can write it as 4*N or 4N.
What does a number to the power of zero equal?
Any number to the power '0' equals '1'. Proof ; Let a^(n) = b Then dividing a^(n) / a^(n) = b/b a^(n-n) = b/b a^(0) = 1
