How to subtract polynomials - SAT Math

Card 0 of 8

Question

Simplify the following expression:

$(2q^{2}+4q+7)-(3q^{2}-5)$

Answer

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses.

Add like terms together:

$2q^{2}-3q^{2}=-1q^{2}=-q^2$

has no like terms.

Combine these terms into one expression to find the answer:

$-q^{2}+4q+12$

Compare your answer with the correct one above

Question

Simplify the following expression:

$(2q^{2}+4q+7)-(3q^{2}-5)$

Answer

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses.

Add like terms together:

$2q^{2}-3q^{2}=-1q^{2}=-q^2$

has no like terms.

Combine these terms into one expression to find the answer:

$-q^{2}+4q+12$

Compare your answer with the correct one above

Question

Simplify the following expression:

$(2q^{2}+4q+7)-(3q^{2}-5)$

Answer

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses.

Add like terms together:

$2q^{2}-3q^{2}=-1q^{2}=-q^2$

has no like terms.

Combine these terms into one expression to find the answer:

$-q^{2}+4q+12$

Compare your answer with the correct one above

Question

Simplify the following expression:

$(2q^{2}+4q+7)-(3q^{2}-5)$

Answer

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses.

Add like terms together:

$2q^{2}-3q^{2}=-1q^{2}=-q^2$

has no like terms.

Combine these terms into one expression to find the answer:

$-q^{2}+4q+12$

Compare your answer with the correct one above

Question

Simplify the following expression:

$(2q^{2}+4q+7)-(3q^{2}-5)$

Answer

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses.

Add like terms together:

$2q^{2}-3q^{2}=-1q^{2}=-q^2$

has no like terms.

Combine these terms into one expression to find the answer:

$-q^{2}+4q+12$

Compare your answer with the correct one above

Question

Simplify the following expression:

$(2q^{2}+4q+7)-(3q^{2}-5)$

Answer

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses.

Add like terms together:

$2q^{2}-3q^{2}=-1q^{2}=-q^2$

has no like terms.

Combine these terms into one expression to find the answer:

$-q^{2}+4q+12$

Compare your answer with the correct one above

Question

Simplify the following expression:

$(2q^{2}+4q+7)-(3q^{2}-5)$

Answer

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses.

Add like terms together:

$2q^{2}-3q^{2}=-1q^{2}=-q^2$

has no like terms.

Combine these terms into one expression to find the answer:

$-q^{2}+4q+12$

Compare your answer with the correct one above

Question

Simplify the following expression:

$(2q^{2}+4q+7)-(3q^{2}-5)$

Answer

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses.

Add like terms together:

$2q^{2}-3q^{2}=-1q^{2}=-q^2$

has no like terms.

Combine these terms into one expression to find the answer:

$-q^{2}+4q+12$

Compare your answer with the correct one above

Tap the card to reveal the answer

How to subtract polynomials - SAT Math

Simplify the following expression:

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses. Add like terms together: has no like terms. Combine these terms into one expression to find the answer:

Simplify the following expression:

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses. Add like terms together: has no like terms. Combine these terms into one expression to find the answer:

Simplify the following expression:

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses. Add like terms together: has no like terms. Combine these terms into one expression to find the answer:

Simplify the following expression:

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses. Add like terms together: has no like terms. Combine these terms into one expression to find the answer:

Simplify the following expression:

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses. Add like terms together: has no like terms. Combine these terms into one expression to find the answer:

Simplify the following expression:

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses. Add like terms together: has no like terms. Combine these terms into one expression to find the answer:

Simplify the following expression:

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses. Add like terms together: has no like terms. Combine these terms into one expression to find the answer:

Simplify the following expression:

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses. Add like terms together: has no like terms. Combine these terms into one expression to find the answer:

Simplify the following expression:

$(2q^{2}+4q+7)-(3q^{2}-5)$

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses.

Add like terms together:

$2q^{2}-3q^{2}=-1q^{2}=-q^2$

has no like terms.

Combine these terms into one expression to find the answer:

$-q^{2}+4q+12$

Simplify the following expression:

$(2q^{2}+4q+7)-(3q^{2}-5)$

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses.

Add like terms together:

$2q^{2}-3q^{2}=-1q^{2}=-q^2$

has no like terms.

Combine these terms into one expression to find the answer:

$-q^{2}+4q+12$

Simplify the following expression:

$(2q^{2}+4q+7)-(3q^{2}-5)$

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses.

Add like terms together:

$2q^{2}-3q^{2}=-1q^{2}=-q^2$

has no like terms.

Combine these terms into one expression to find the answer:

$-q^{2}+4q+12$

Simplify the following expression:

$(2q^{2}+4q+7)-(3q^{2}-5)$

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses.

Add like terms together:

$2q^{2}-3q^{2}=-1q^{2}=-q^2$

has no like terms.

Combine these terms into one expression to find the answer:

$-q^{2}+4q+12$

Simplify the following expression:

$(2q^{2}+4q+7)-(3q^{2}-5)$

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses.

Add like terms together:

$2q^{2}-3q^{2}=-1q^{2}=-q^2$

has no like terms.

Combine these terms into one expression to find the answer:

$-q^{2}+4q+12$

Simplify the following expression:

$(2q^{2}+4q+7)-(3q^{2}-5)$

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses.

Add like terms together:

$2q^{2}-3q^{2}=-1q^{2}=-q^2$

has no like terms.

Combine these terms into one expression to find the answer:

$-q^{2}+4q+12$

Simplify the following expression:

$(2q^{2}+4q+7)-(3q^{2}-5)$

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses.

Add like terms together:

$2q^{2}-3q^{2}=-1q^{2}=-q^2$

has no like terms.

Combine these terms into one expression to find the answer:

$-q^{2}+4q+12$

Simplify the following expression:

$(2q^{2}+4q+7)-(3q^{2}-5)$

This is not a FOIL problem, as we are adding rather than multiplying the terms in parentheses.

Add like terms together:

$2q^{2}-3q^{2}=-1q^{2}=-q^2$

has no like terms.

Combine these terms into one expression to find the answer:

$-q^{2}+4q+12$