All High School Math Resources
Example Questions
Example Question #1 :Polynomials
Ifand, what is?
is a composite function whereis plugged into:
Example Question #1 :Simplifying Polynomials
Simplify the following expression:
.
First, multiply out the second expression so that you get.
Then, multiply your like terms, taking care to remember that when multiplying terms that have the same base, you add the exponents. Thus, you get.
Example Question #1 :Polynomials
Simplify:
Focus on each pair of like terms. Thecompletely cancel out, there is oneleft on top, and fiveleft on the bottom.
减少到.
Put that all together to get.
Example Question #1 :中间单变量代数
Simplify.
Put the negative exponent on the bottom so that you havewhich simplifies further to.
Example Question #1 :Simplifying Polynomials
Expand this expression:
Use the FOIL method (First, Outer, Inner, Last):
Put all of these terms together:
Combine like terms:
Example Question #6 :Polynomials
Simplify the following polynomial:
To simplify the polynomial, begin by multiplying the first binomial by every term within the parentheses:
Now, combine like terms:
Convert the polynomial into fraction form:
Example Question #1 :Simplifying Polynomials
Simplify the following polynomial:
To simplify the polynomial, begin by rearranging the terms to have positive exponents:
Now, combine like terms:
Simplify the integers:
Example Question #1 :Simplifying Polynomials
Simplify the following polynomial:
Squaring the polynomial is equivalent to:
Use the FOIL method to multiply the terms:
F - First
O - Outer
I - Inner
L - Last
Combine like terms:
Example Question #1 :中间单变量代数
Simplify the following polynomial:
To simplify the polynomial, begin by rearranging the terms to have positive exponents:
Rearrange the terms once again so that the outer exponent is positive. Also, combine like terms:
Now, square the polynomial:
Example Question #10 :Polynomials
Simplify the following polynomial:
To simplify the polynomial, begin by combining the terms within the parentheses and multiplying the integers:
Now, add together like terms: