No.102 Degree of a Monomial
POINT
The degree of a monomial is the number of variable factors multiplied together.
Example
State the degree of each monomial.
\(2x,\quad -3ab,\quad xyz^2\)
① \(1\) ② \(2\) ③ \(4\)
Try it yourself.
PRACTICE 01
\(5a^2b\)
degree 3
PRACTICE 02
\(-2xyz^3\)
degree 5
PRACTICE 03
\(\frac{1}{3}mn^2\)
degree 3
PRACTICE 04
\(4a^3b\)
degree 4
PRACTICE 05
\(-5x^2yz^2\)
degree 5
PRACTICE 06
\(7m^2n^2p\)
degree 5