Question

Plsss helppp me Its polynomial. VERy appreciated if you answered this and explained how to do this because I dont get it at all!!! Thankyouuu to whoever answersss <3333

Answer 1

`\large\boxed{\mathtt{Option \ B. \ 3x^(2)+3xy+3}}`

Explanation:

`\textsf{For this problem, we are asked to identify which polynomial has no like terms.}`

`\Large\underline{\textsf{What are Like Terms?}}`

`\textsf{Like terms are 2 or more values that have \underline{similar numbers, variables, and/or exponents}.}`

`\large\underline{\textsf{Examples;}}`

`\textsf{8y and 3y are like terms.}`

`\textsf{4 and 6x are not like terms.}`

`\mathtt{3x^(2) \ and \ 4x^(2) \ are \ like \ terms.}`

`\textsf{4xy and 3wx are not like terms.}`

`\underline{\textsf{Option A.}}`

`\mathtt{2x+5-3x+2xy}`

`\textsf{2x and -3x are like terms. A is incorrect.}`

`\underline{\textsf{Option B.}}`

`\mathtt{3x^(2)+3xy+3}`

`\textsf{There are no like terms. Option B is correct.}`

`\underline{\textsf{Option C.}}`

`\mathtt{4 -9x+9y+3}`

`\textsf{4 and 3 are like terms. C is incorrect.}`

`\underline{\textsf{Option D.}}`

`\mathtt{-4a^(3)+5b-2a^(2)+7b}`

`\textsf{5b and 7b are like terms. D is incorrect.}`