Divide a Binomial by a Monomial (Example)

(vegetable)^(1/2) = root vegetable? The fourth installment of a 35-part module has scholars extend properties of exponents to rational exponents to solve problems. Individuals use these properties to rewrite radical expressions in...

Trying their best to not use a calculator, middle schoolers evaluate simple exponential expressions to fill in a crossword. The exponent puzzle has problems that require multiplying by hand, or using the option of a calculator. 

Let's think about the ways in which a person could simplify an expression where a polynomial is divided by a monomial. Sal shares 3 different modes he could use to simplify, then uses each way to solve the same problem.

If you harness negative power, you can make it to the top! This inspirational idea comes from exponent rules. Learn more about applying exponent rules, specifically the quotient and negative exponent rules, through viewing worked examples.

Progress through levels of dividing a polynomial by a monomial. Four examples show scholars the procedure to divide a polynomial by a monomial. The first example uses a binomial divided by a monomial, and each of the others progress...

Zero in on a commonly mistaken property. The video instructor shows several examples of expressions raised to the power of zero. Each example incorporates a different exponent property and highlights common misconceptions.

It's easy to become an expert on exponents. Viewers of an educational video first review the properties of exponents. They then see examples covering multiplying and dividing exponents, applying the power property, and rewriting...

A series of problems involving exponent properties is the focus of this video. Sal demonstrates rational expressions, simplifying fractions, and how to manipulate algebraic equations using exponents and division.

A monomial raised to a power needs to be multiplied. No problem. Use the product of a power rule and the power of a power rule too. Now all that needs to be done is to simplify the product.

You've got a cube and a monomial for the length of a side, how do you find the volume? Oh, and the monomial expression has exponents. Just use the formula for finding the volume of a cube and use the properties of powers to multiply the...