MHB S4.13.t.71 Angles of triangle PQR

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The discussion revolves around a double integral for the region of integration defined by the bounds from -2 to 2 and the functions involving square roots. A user initially sketches the area using Desmos but is unsure about shading the integrated region correctly. Another participant points out a typo in the original integral, correcting the bounds to include a minus sign. The conversation also touches on how to effectively highlight the area in the sketch. The focus remains on accurately representing the integration region for triangle PQR.
karush
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232.q1.4a sketch the region of integration

$\displaystyle\int_{-2}^{2}\int_{\sqrt{4y^2}}^{4-y^2}
f(x,y)\,dx \,dy$

this is what i did with desmos don't know how
to shade the integrated area
if the it is even correct😎
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Re: s4.13.t.71 angles of triangle PQR

sorry your correct
but there was a typo in the OP
it should of been
$\displaystyle\int_{-2}^{2}\int_{\sqrt{4-y^2}}^{4-y^2}
f(x,y)\,dx \,dy$

minus sign missing😰

how did you fill with red ... paint??
 
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