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Absolute degree of an algebraic expression


Definition

The absolute degree of an algebraic expression is the addition of the exponents of all variables.


Problems Solved

$absdegree\left(3m^2+x^2\right)$
$absdegree\left(\left(-1\right)+x^3\right)$
$absdegree\left(-x^3\cdot y\right)$
$absdegree\left(-x^3\right)$
$absdegree\left(2x y^3\right)$
$absdegree\left(2x\right)$
$absdegree\left(1\left(-1\right)+x^3\right)$

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Related Topics

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Numerical value of an algebraic expression
Relative degree of an algebraic expression
Ascending and descending order

Popular problems

$absdegree\left(\left(-1\right)+x^3\right)$ 12 views
$absdegree\left(-x^3\right)$ 12 views
$absdegree\left(-x^3\cdot y\right)$ 10 views
$absdegree\left(1\left(-1\right)+x^3\right)$ 8 views
$absdegree\left(2x y^3\right)$ 7 views
$absdegree\left(3m^2+x^2\right)$ 7 views
$absdegree\left(2x\right)$ 4 views