Question

what is the correct classification of the polynomial 5x^3y^3+2x^2y^3+x^2y^2+3xy^2

Answer 1

Order 6, if you're asking about order :) (just guessing)

Answer 2

\[5x ^{3}y ^{3}+2x ^{2}y ^{3}+x ^{2}y ^{2}+3xy ^{2}\]

Answer 3

okay how do u get the order?

Answer 4

Degree of first term: \(3+3=6\)
Degree of second term: \(2+3=5\)
Degree of third term: \(2+2=4\)
Degree of last term: \(1+2=3\)
Highest degree: 6
\(\therefore\) order=6

(To get the degree of a term, add the indices together :p)

Answer 5

the options given are
a. A 4-term polynomial in x and y of degree 3
b. A 4-term polynomial in x and y of degree 6
c. A 4-term polynomial in x and y of degree 5
d. A 4-term polynomial in x and y of degree 2

Answer 6

okay so the answer is b right? :D

Answer 7

yes :)

Answer 8

If you wanna practice, find out the degree of \(xyz+3x^2y\) :)

Answer 9

the degree is 4, right? if z is also included

Answer 10

sorry i mean 3 not 4

Answer 11

yes :D

Answer 12

alright thank you so much :)

Answer 13

no problem :)