Question 191490
Note: recall that a "term" is simply coefficient multiplied by a variable expression. So {{{2x}}}, {{{3xy^2}}}, and {{{-11yz^3}}} are all separate "terms".



For {{{-13x}}} there's only one term here, so this means that {{{-13x}}} is a monomial (monomial - one term, think of <u>mono</u>rail)




Looking at {{{-4xyz}}}, there's only one term also, so this means that {{{-4xyz}}} is a monomial.



Finally, {{{4c^6}}} also is one complete term. So {{{4c^6}}} is a monomial.