The video tutorial covers the square root function and its graph, focusing on shifting the graph to the right. It discusses approaching limits from the right and the absence of a left-hand limit, emphasizing the function's continuity. The tutorial concludes with a discussion on general limits, noting that if a function does not approach from both sides, the general limit does not exist.

What happens to the graph of a function when it is shifted 2 units to the right?

• It moves 2 units to the right.

• It moves 2 units up.

• It moves 2 units to the left.

• It moves 2 units down.

When approaching a point from the right, what is the term used to describe the value the function is approaching?

• Slope

• Limit

• Derivative

• Integral

What is the value of the function as it approaches from the right in this scenario?

• 2

• 1

• 0

• Undefined

If a function approaches a value from the right but not from the left, what can be said about the general limit?

• The general limit is infinite.

• The general limit does not exist.

• The general limit exists.

• The general limit is zero.

Why does the left-hand side approach not exist in this function?

• The function is undefined.

• There is no graph on the left-hand side.

• The function is linear.

• The function is not continuous.