5. Calculus

Finding Areas Using A Gdc — Quiz

Test your understanding of finding areas using a gdc with 5 practice questions.

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Practice Questions

Question 1

What is the main purpose of using a GDC when finding an area under a curve in calculus?

Question 2

If a graph lies above the $x$-axis on an interval, what does the definite integral over that interval represent?

Question 3

What should you do first before using a GDC to find the area between a curve and the $x$-axis?

Question 4

What does a negative value of a definite integral usually mean in the context of area?

Question 5

If a function crosses the $x$-axis inside the interval, what is the best way to find the total area using a GDC?