Dividing Complex Polynomials Using Wolfram Alpha

This video tutorial teaches how to divide complex polynomials using Wolfram Alpha. It covers the basics of polynomial division, inputting expressions with exponents and radicals, and provides step-by-step examples. The tutorial also demonstrates how to simplify complex results and concludes with a summary of the key points learned.

What is the term used for the numerator in a polynomial division?

• Divisor

• Quotient

• Dividend

• Remainder

How do you indicate an exponent in Wolfram Alpha?

• Using the symbol #

• Using the symbol ^

• Using the symbol *

• Using the symbol /

When typing a square root in Wolfram Alpha, what word should precede the radicand?

• Square

• Radical

• Root

• Exponent

What should you do after entering an expression in Wolfram Alpha to see the results?

• Refresh the page

• Click on the Submit button

• Click on the = sign

• Press Enter

What is the purpose of using parentheses around expressions in Wolfram Alpha?

• To specify subtraction

• To group terms together

• To denote division

• To indicate multiplication

In the advanced example, what is suggested to avoid leaving a complex fraction in the answer?

• Subtract 27 from both the remainder and divisor

• Add 27 to both the remainder and divisor

• Multiply both the remainder and divisor by 27

• Divide both the remainder and divisor by 27

What feature of Wolfram Alpha helps in understanding the steps of polynomial division?

• Alternate Forms

• Step-by-step solution

• Graphical Representation

• Quick Calculation