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Estimate the area of the region in the first quadrant enclosedby $y=\sin 2 x$ and $y=\sin ^{-1} x$

$$=0.16 \mathrm{sq} \text { units. }$$

Calculus 1 / AB

Calculus 2 / BC

Chapter 6

APPLICATIONS OF THE DEFINITE INTEGRAL IN GEOMETRY, SCIENCE, AND ENGINEERING

Section 1

Area Between Two Curves

Integrals

Integration

Applications of Integration

Area Between Curves

Volume

Arc Length and Surface Area

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eso. Since they're asking you to just an estimate, I have no problem. I'm doing this problem as a graphing calculator problem. Um, so since they only want the area in the first quadrant, um, where these two functions are, I guess the area between those two functions um, I would just do the general. You can create the enroll from going to functions. Miscellaneous. Do the general from zero to? I wonder if he'll give me the answer for one and then just do inverse sign of X minus Sign of X X and, uh, see the answer that they give you. There's definitely not much area in between these two functions. That's why it's OK. You can just get 0.111 as your approximation. Um, yeah, because you're allowed to use a calculator. That's all I would do. And ah just stopped at 0.111

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