How do you find the degree of #13-4ab+5a^3b#?

1 Answer
May 24, 2017

It's degree is 4.

Explanation:

For a polynomial with two variables.
Degree is defined as collective highest power of both variables.

In term #13# degree is #0#.
,and in term # - 4ab# degree is #2# as #1# degree of #a# and #1# of #b#.
,and finally the degree in term #5a^3b# is #3+1=4#.
Hence the degree of polynomial #5a^3b -4ab + 13 # is 4
and its leading co-efficient is 5.