Common Core: High School - Algebra : Arithmetic with Polynomials & Rational Expressions
Study concepts, example questions & explanations for Common Core: High School - Algebra
All Common Core: High School - Algebra Resources
Example Questions
Example Question #79 : Remainder Theorem: Ccss.Math.Content.Hsa Apr.B.2
What is the remainder when 
In order to solve this problem, we need to perform synthetic division. We set up synthetic division by writing down the zero of the expression we are dividing by, and the coefficients of the polynomial on a line.
The first step is to bring the coefficient of the 
Now we multiply the zero by the term we just put down, and place it under the 
Now we add the column up to get.
Now we multiply the number we got by the zero, and place it under the constant term.
Now we add the column together to get.
The last number is the remainder, so our final answer is 
Example Question #80 : Remainder Theorem: Ccss.Math.Content.Hsa Apr.B.2
What is the remainder when 
In order to solve this problem, we need to perform synthetic division. We set up synthetic division by writing down the zero of the expression we are dividing by, and the coefficients of the polynomial on a line.
The first step is to bring the coefficient of the 
Now we multiply the zero by the term we just put down, and place it under the 
Now we add the column up to get.
Now we multiply the number we got by the zero, and place it under the constant term.
Now we add the column together to get.
The last number is the remainder, so our final answer is 
Example Question #91 : Arithmetic With Polynomials & Rational Expressions
What is the remainder when 
In order to solve this problem, we need to perform synthetic division. We set up synthetic division by writing down the zero of the expression we are dividing by, and the coefficients of the polynomial on a line.
The first step is to bring the coefficient of the 
Now we multiply the zero by the term we just put down, and place it under the 
Now we add the column up to get.
Now we multiply the number we got by the zero, and place it under the constant term.
Now we add the column together to get.
The last number is the remainder, so our final answer is 
Example Question #92 : Arithmetic With Polynomials & Rational Expressions
What is the remainder when 
In order to solve this problem, we need to perform synthetic division. We set up synthetic division by writing down the zero of the expression we are dividing by, and the coefficients of the polynomial on a line.
The first step is to bring the coefficient of the 
Now we multiply the zero by the term we just put down, and place it under the 
Now we add the column up to get.
Now we multiply the number we got by the zero, and place it under the constant term.
Now we add the column together to get.
The last number is the remainder, so our final answer is 
Example Question #93 : Arithmetic With Polynomials & Rational Expressions
What is the remainder when 
In order to solve this problem, we need to perform synthetic division. We set up synthetic division by writing down the zero of the expression we are dividing by, and the coefficients of the polynomial on a line.
The first step is to bring the coefficient of the 
Now we multiply the zero by the term we just put down, and place it under the 
Now we add the column up to get.
Now we multiply the number we got by the zero, and place it under the constant term.
Now we add the column together to get.
The last number is the remainder, so our final answer is 
Example Question #94 : Arithmetic With Polynomials & Rational Expressions
What is the remainder when 
In order to solve this problem, we need to perform synthetic division. We set up synthetic division by writing down the zero of the expression we are dividing by, and the coefficients of the polynomial on a line.
The first step is to bring the coefficient of the 
Now we multiply the zero by the term we just put down, and place it under the 
Now we add the column up to get.
Now we multiply the number we got by the zero, and place it under the constant term.
Now we add the column together to get.
The last number is the remainder, so our final answer is 
Example Question #95 : Arithmetic With Polynomials & Rational Expressions
What is the remainder when 
In order to solve this problem, we need to perform synthetic division. We set up synthetic division by writing down the zero of the expression we are dividing by, and the coefficients of the polynomial on a line.
The first step is to bring the coefficient of the 
Now we multiply the zero by the term we just put down, and place it under the 
Now we add the column up to get.
Now we multiply the number we got by the zero, and place it under the constant term.
Now we add the column together to get.
The last number is the remainder, so our final answer is 
Example Question #96 : Arithmetic With Polynomials & Rational Expressions
What is the remainder when 
In order to solve this problem, we need to perform synthetic division. We set up synthetic division by writing down the zero of the expression we are dividing by, and the coefficients of the polynomial on a line.
The first step is to bring the coefficient of the 
Now we multiply the zero by the term we just put down, and place it under the 
Now we add the column up to get.
Now we multiply the number we got by the zero, and place it under the constant term.
Now we add the column together to get.
The last number is the remainder, so our final answer is 
Example Question #171 : High School: Algebra
What is the remainder when 
In order to solve this problem, we need to perform synthetic division. We set up synthetic division by writing down the zero of the expression we are dividing by, and the coefficients of the polynomial on a line.
The first step is to bring the coefficient of the 
Now we multiply the zero by the term we just put down, and place it under the 
Now we add the column up to get.
Now we multiply the number we got by the zero, and place it under the constant term.
Now we add the column together to get.
The last number is the remainder, so our final answer is 
Example Question #172 : High School: Algebra
What is the remainder when 
In order to solve this problem, we need to perform synthetic division. We set up synthetic division by writing down the zero of the expression we are dividing by, and the coefficients of the polynomial on a line.
The first step is to bring the coefficient of the 
Now we multiply the zero by the term we just put down, and place it under the 
Now we add the column up to get.
Now we multiply the number we got by the zero, and place it under the constant term.
Now we add the column together to get.
The last number is the remainder, so our final answer is 
All Common Core: High School - Algebra Resources
