How to write the transformations given a square root function

The video tutorial covers the concept of factoring, explaining it as dividing out terms. It discusses how to handle fractions by using reciprocals and demonstrates graph transformations, including horizontal stretches and shifts. The tutorial also explains solving equations by setting terms to zero and understanding transformations' effects on graphs. The instructor provides different techniques for solving complex problems and emphasizes the importance of understanding transformations in graphing.

What is the process of factoring described as in the video?

• Subtracting terms

• Adding terms together

• Dividing out a term

• Multiplying terms together

How is dividing by a fraction explained in the video?

• As dividing by its reciprocal

• As multiplying by its reciprocal

• As subtracting the fraction

• As adding the fraction

What happens to the graph when a horizontal stretch of 1/2 is applied?

• The graph shifts right

• The graph shifts left

• The graph shifts down

• The graph shifts up

What is the domain of the function after the transformation?

• -4 to Infinity

• 0 to Infinity

• -Infinity to 0

• -Infinity to -4

What is the alternative technique for identifying transformations?

• Setting the expression inside the function to zero

• Adding a constant to the expression

• Multiplying the expression by zero

• Subtracting a constant from the expression