# How do you rewrite a polynomial in standard form?

Standard form simply refers to the format of a mathematical expression where the terms are arranged by decreasing order of degree. Where the degree is determined by the exponent value of the variable of each term.

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For quadratic equations the standard form is
##ax^2 + bx + c##
Where
##ax^2## has a degree of 2
##bx## has a degree of 1
and ##c## has a degree of zero.

If we took an example like, ##-16 +5f^8-7f^3##
The highest degree is 8 in the term ##5f^8##
The next degree is 3 in the term ##-7f^3##
and the ##-16## term has a degree of zero because there is no variable.

Therefore the standard form for this expression would be
##5f^8-7f^3-16##

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