Simplifying Expressions and Fractions

The video tutorial explains how to simplify a mathematical expression using square roots. It begins by introducing the concept of simplification and then details a method involving the division of square roots. The process is broken down into steps, showing how to simplify the expression to reach the final answer, which is confirmed to be correct.

What is the first step in simplifying the expression involving the square roots of 10 and 50?

• Multiply the square roots directly

• Subtract the square root of 50 from the square root of 10

• Divide the square root of 10 by the square root of 50

• Add the square roots together

How is the fraction 10/50 simplified in the process?

• It remains as 10/50

• It is converted to 2/5

• It is converted to 1/5

• It is converted to 5/10

What is the result of multiplying the square root of 1/5 by the square root of 125?

• The square root of 25

• The square root of 5

• The square root of 125

• The square root of 1

What is the final simplified result of the expression?

• 5

• 25

• 1

• 10

Which of the following is the correct answer according to the video?

• A

• C

• D

• B