Graph Analysis and Interpretation

The video tutorial discusses the evaluation of four statements based on a graph with axes ranging from 0 to 25. It emphasizes the importance of choosing the origin appropriately. Statements A and B, which suggest the presence of negative points on the x and y axes, are deemed incorrect. Statements C and D, which assert that the minimum x and y values are not below zero, are confirmed as true.

What is the range of values shown on the x-axis and y-axis of the graph?

• 0 to 10

• 0 to 25

• 0 to 50

• 0 to 100

Why is statement A, regarding points not shown below zero on the x-axis, considered incorrect?

• Because the graph does not include any points

• Because the origin was not chosen appropriately

• Because if the origin was chosen appropriately, no points would be left out

• Because the x-axis only shows positive values

What does statement B claim about the graph?

• There are points above 25 on the y-axis

• There are points not shown at zero on the y-axis

• There are points not shown below zero on the y-axis

• There are points not shown above zero on the x-axis

Why is statement B considered incorrect?

• Because if the origin was chosen appropriately, no points would be left out

• Because the graph does not include any points

• Because the graph only shows positive y-values

• Because the y-axis only shows negative values

What is the minimum x-value for all points on the graph?

• Below zero

• Exactly zero

• Above zero

• Negative

What is the minimum y-value for all points on the graph?

• Negative

• Exactly zero

• Below zero

• Above zero

Which statements are considered true based on the graph?

• C and D

• B and C

• A and B

• A and D