Evaluate the following integral using the Fundamental Theorem of Calculus. Discuss whether your result is consistent with the figure. jaz-a (x² - 4x + 5) dx Is your result consistent with the figure? O A. Yes, because the definite integral is positive and the graph of f lies above the x-axis. O B. Yes, because the definite integral is negative and the graph of f lies below the x-axis. O C. No, because the definite integral is positive and the graph of f lies below the x-axis. O D. No, because the definite integral is negative and the graph of f lies above the x-axis. 15 A G

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Chapter3: Functions
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Evaluate the following integral using the Fundamental Theorem of Calculus. Discuss whether your result is consistent with the figure.
√(x²-
0
-4x+5) dx
Is your result consistent with the figure?
OA. Yes, because the definite integral is positive and the graph of f lies above the x-axis.
O B.
Yes, because the definite integral is negative and the graph of f lies below the x-axis.
OC. No, because the definite integral is positive and the graph of f lies below the x-axis.
O D. No, because the definite integral is negative and the graph of f lies above the x-axis.
Q
ГА
Transcribed Image Text:Evaluate the following integral using the Fundamental Theorem of Calculus. Discuss whether your result is consistent with the figure. √(x²- 0 -4x+5) dx Is your result consistent with the figure? OA. Yes, because the definite integral is positive and the graph of f lies above the x-axis. O B. Yes, because the definite integral is negative and the graph of f lies below the x-axis. OC. No, because the definite integral is positive and the graph of f lies below the x-axis. O D. No, because the definite integral is negative and the graph of f lies above the x-axis. Q ГА
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