How to find the LCM of two monomials, exponents

The video tutorial explains the concept of polynomials, focusing on the multiplication of binomials and the least common multiple (LCM) in polynomial terms. It discusses how to determine the LCM of polynomial expressions, specifically using the example of X squared and X to the fifth. The tutorial verifies the divisibility of these expressions into the LCM, demonstrating the process with clear examples and explanations.

What is the initial step in understanding polynomials according to the video?

• Multiplying binomials

• Memorizing polynomial formulas

• Graphing polynomial functions

• Solving quadratic equations

What is the main challenge discussed in finding the LCM of X squared and X to the fifth?

• Determining the smallest value both can divide into

• Finding the greatest common divisor

• Identifying the highest power of X

• Calculating the sum of the exponents

What is the LCM of X squared and X to the fifth?

• X squared

• X cubed

• X to the fifth

• X to the seventh

How many times does X squared divide into X to the fifth?

• X cubed times

• X squared times

• X times

• X to the fourth times

What is the verification step for confirming the LCM?

• Checking if both factors multiply to the LCM

• Ensuring both factors divide into the LCM

• Subtracting the smaller exponent from the larger

• Adding the exponents of both factors