Question

Choose the polynomial that is written in standard form.

2x2y2 + 3x4y + 10x6

4x4y2 + 6x3y5 + 10x

−3x8y2 + 9x2y + 10x2

−7x6y2 + x3y8 + 10x2

Answer 1

standard form has decreasing degrees of x and increasing degrees of y

Answer 2

so the one that has that property is your answer

Answer 3

What one do you think?

Answer 4

I don't know how to look at the decreasing degrees of x and increasing degrees of y

Answer 5

look at the exponents of x..if the exponents are decreasing for every term, then that has decreasing degree

Answer 6

for example \(x^3 + x^2 + x + 1\)

Answer 7

so that's decreasing

Answer 8

is it B?

Answer 9

if there is no y...that means the degree of y for that term is 0

Answer 10

theres a y in every single one

Answer 11

is this B? 4x4y2 + 6x3y5 + 10x

feels like something is missing

Answer 12

the degrees I cant put them on here

Answer 13

http://tutorial.math.lamar.edu/Classes/Alg/Polynomials.aspx#Pre_Poly_Ex2_a

search that page for

polynomials in two variables

Answer 14

i guess you ad xs exponent and y's exponet in each term then take that sum and put it in decreasing order.

Answer 15

−3x8y2 + 9x2y + 10x2 is right

Answer 16

The answer would be C Jaderbrown. Polynomials go from highest degree to smallest.
To find the degree, of one of its terms you would do the following..
−3x8y2 + 9x2y + 10x2
\( -3x^8,^2 \) = degree 10
8+ 2 = 10

Answer 17

That is \( -3x^8y^2 \) = 10 degree because 8+2 = 10, which when times you add exponents. You got it Jaderbrown? Highest degree to lowest.

Answer 18

yes I get it thank you :)