Read the two statements and choose the correct option.
I. The area between a curve $x = g(y)$ , the $y$ -axis and $y = c$ , $y = d$ is $\int_c^{d} \lvert g(y) \rvert\,dy$ .
II. An area found by integration can be negative.

Only ICorrect answerYour answerOnly IICorrect answerYour answerBoth I and IICorrect answerYour answerNeither I nor IICorrect answerYour answer

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CorrectNot quiteAnswer A

Correct answer: A

Ten questions from Area of Bounded Regions, at your own pace.

Ten questions from Area of Bounded Regions, at your own pace.

Read the two statements and choose the correct option.I. The area between a curve x=g(y)x = g(y)x=g(y), the yyy-axis and y=cy = cy=c, y=dy = dy=d is ∫cd∣g(y)∣ dy\int_c^{d} \lvert g(y) \rvert\,dy∫cd​∣g(y)∣dy.II. An area found by integration can be negative.