Lesson 1: Adding and Subtracting Polynomials

Last updated 3 months ago

22 Nsɛmmisa

Lesson 1: Adding and Subtracting Polynomials

Last updated 3 months ago

22 Nsɛmmisa

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$2x+6x^{2}$

Write the polynomial in standard form.

Classify the polynomial by its number of terms and then its degree.

degree:

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$-9m^{2}+4m^{3}$

Write the polynomial in standard form.

Classify the polynomial by its number of terms and then its degree.

degree:

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$10-5x$

Write the polynomial in standard form.

Classify the polynomial by its number of terms and then its degree.

degree:

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$7x-3+12x^{2}$

Write the polynomial in standard form.

Classify the polynomial by its number of terms and then its degree.

degree:

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$15+4w-w^3$

Write the polynomial in standard form.

Classify the polynomial by its number of terms and then its degree.

degree:

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$-1-p^4$

Write the polynomial in standard form.

Classify the polynomial by its number of terms and then its degree.

degree:

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$-6t^{2}+4t+3t^{3}$

Write the polynomial in standard form.

Classify the polynomial by its number of terms and then its degree.

degree:

Lesson 1: Adding and Subtracting Polynomials

Lesson 1: Adding and Subtracting Polynomials

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$2x+6x^{2}$

Write the polynomial in standard form.

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$-9m^{2}+4m^{3}$

Write the polynomial in standard form.

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$10-5x$

Write the polynomial in standard form.

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$7x-3+12x^{2}$

Write the polynomial in standard form.

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$15+4w-w^3$

Write the polynomial in standard form.

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$-1-p^4$

Write the polynomial in standard form.

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$-6t^{2}+4t+3t^{3}$

Write the polynomial in standard form.

Rewrite the expression with the fewest number of terms. $(5x-8)+(7x+10)$

Rewrite the expression with the fewest number of terms. $(-12+5x-x^{2})+(2x^{2}-6)$

Rewrite the expression with the fewest number of terms. $-5w^{2}+(3w-8)+11-(4w+15w^{2})$

Rewrite the expression with the fewest number of terms. $(-x^{2}+4x)-(3x+1)$

Rewrite the expression with the fewest number of terms. $(3x^{4}+3x^{2}-3)-(6x^{5}-9x^{3}+2)$

Rewrite the expression with the fewest number of terms. $(9x+5)-(2x-2)$

Rewrite the expression with the fewest number of terms. $(\frac{1}{2}pq-p-q)+(\frac{3}{4}q-pq)$

Rewrite the expression with the fewest number of terms. $(4x^{2}+7x-12)-(-6x^{2}+8x-7)$

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$2x+6x^{2}$

Write the polynomial in standard form.

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$-9m^{2}+4m^{3}$

Write the polynomial in standard form.

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$10-5x$

Write the polynomial in standard form.

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$7x-3+12x^{2}$

Write the polynomial in standard form.

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$15+4w-w^3$

Write the polynomial in standard form.

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$-1-p^4$

Write the polynomial in standard form.

Write the polynomial in standard form. Then classify the polynomial by its number of terms and its degree.

$-6t^{2}+4t+3t^{3}$

Write the polynomial in standard form.

Rewrite the expression with the fewest number of terms. $(5x-8)+(7x+10)$

Rewrite the expression with the fewest number of terms. $(-12+5x-x^{2})+(2x^{2}-6)$

Rewrite the expression with the fewest number of terms. $-5w^{2}+(3w-8)+11-(4w+15w^{2})$

Rewrite the expression with the fewest number of terms. $(-x^{2}+4x)-(3x+1)$

Rewrite the expression with the fewest number of terms. $(3x^{4}+3x^{2}-3)-(6x^{5}-9x^{3}+2)$

Rewrite the expression with the fewest number of terms. $(9x+5)-(2x-2)$

Rewrite the expression with the fewest number of terms. $(\frac{1}{2}pq-p-q)+(\frac{3}{4}q-pq)$

Rewrite the expression with the fewest number of terms. $(4x^{2}+7x-12)-(-6x^{2}+8x-7)$

Rewrite the expression with the fewest number of terms.
$(5x-8)+(7x+10)$

Rewrite the expression with the fewest number of terms.
$(-12+5x-x^{2})+(2x^{2}-6)$

Rewrite the expression with the fewest number of terms.
$-5w^{2}+(3w-8)+11-(4w+15w^{2})$

Rewrite the expression with the fewest number of terms.
$(-x^{2}+4x)-(3x+1)$

Rewrite the expression with the fewest number of terms.
$(3x^{4}+3x^{2}-3)-(6x^{5}-9x^{3}+2)$

Rewrite the expression with the fewest number of terms.
$(9x+5)-(2x-2)$

Rewrite the expression with the fewest number of terms.
$(\frac{1}{2}pq-p-q)+(\frac{3}{4}q-pq)$

Rewrite the expression with the fewest number of terms.
$(4x^{2}+7x-12)-(-6x^{2}+8x-7)$

Rewrite the expression with the fewest number of terms.
$(5x-8)+(7x+10)$

Rewrite the expression with the fewest number of terms.
$(-12+5x-x^{2})+(2x^{2}-6)$

Rewrite the expression with the fewest number of terms.
$-5w^{2}+(3w-8)+11-(4w+15w^{2})$

Rewrite the expression with the fewest number of terms.
$(-x^{2}+4x)-(3x+1)$

Rewrite the expression with the fewest number of terms.
$(3x^{4}+3x^{2}-3)-(6x^{5}-9x^{3}+2)$

Rewrite the expression with the fewest number of terms.
$(9x+5)-(2x-2)$

Rewrite the expression with the fewest number of terms.
$(\frac{1}{2}pq-p-q)+(\frac{3}{4}q-pq)$

Rewrite the expression with the fewest number of terms.
$(4x^{2}+7x-12)-(-6x^{2}+8x-7)$