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Sketch the region bounded by the curves, and visually calculation the place of the centroid. 0 votesSketch the region bounded through the curves, and also visually estimate the location of the centroid. Then uncover the exact collaborates of the centroid.y = 2x, y = 0, x =1centroidaskedJan 29, 2015in CALCULUSby anonymous

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**Step 1:**

The attributes are

, andThe region bounded through the curves :

Observe the figure:

The area that the region bounded by the curve is *A* = 1.

You are watching: Sketch the region bounded by the curves, and visually estimate the location of the centroid.

**Step 2:**

The centroid the the an ar is

..Substitute

and in over equation.**Step 3:**

Substitute

and also in over equation.See more: Contest!!! Post A Anime Boy With Blonde Hair And Brown Eyes !!!

.

The centroid of the region is

**Step 4 :**

The graph of the features

and the centroid :**Solution :**

The centroid of the region is

The graph the the features

and the centroid :answeredFeb 2, 2015by ThomasApprenticeeditedFeb 3, 2015by cutting board Please log in in or it is registered to add a comment. related questionsFind the exact coordinates of the centroid because that the region bounded by the curve y=x, y=1/x, y=0, and also x=2.askedFeb 21, 2018in CALCULUSby anonymouscentroid find the centroid of the an ar bounded by the given curves.askedJan 29, 2015in CALCULUSby anonymouscentroid What is the area (in square units) of the an ar bounded by the curves y=-3x, y=sqrt(x) and also y=3?askedFeb 10, 2015in CALCULUSby anonymousarea-between-curves discover the exact coordinates of the centroid wherein y=e^x y=0 x=0 x=3askedOct 10, 2017in CALCULUSby anonymouscentroid find the exact collaborates of the centroid.askedMar 9, 2016in CALCULUSby anonymouscentroid discover (x,y) position of centroid of the area under curve y= e^-x from limit x=0 to x=1.askedOct 13, 2013in CALCULUSby andrewScholarcentroid uncover locus the centroid that a triangle who vertices space (a cos t,a sin t) ,(b sin t, -b cos t) and (1,0)askedOct 28, 2014in PRECALCULUSby anonymouscentroid lay out the region bounded through the graphs of the functions, and find the area of the region.askedFeb 16, 2015in CALCULUSby anonymousarea-of-regiongraphing-utility map out the region bounded by the graphs of the algebraic functions and also find the area the the region.askedFeb 16, 2015in CALCULUSby anonymousarea-of-regiongraphing-utility lay out the an ar bounded by the graphs the the algebraic functions and also find the area of the region.askedFeb 16, 2015in CALCULUSby anonymousarea-of-regiongraphing-utility lay out the region bounded by the graphs the the functions, and find the area of the region.askedFeb 11, 2015in CALCULUSby anonymousarea-of-regiongraphing-utility lay out the region bounded by the graphs that the algebraic functions and find the area that the region.askedFeb 11, 2015in CALCULUSby anonymousarea-of-regiongraphing-utility sketch the an ar bounded by the graphs the the algebraic functions and find the area that the region.askedFeb 11, 2015in CALCULUSby anonymousarea-of-regiongraphing-utility map out the region enclosed through the offered curves and also ﬁnd that is area.askedJan 24, 2015in CALCULUSby anonymousarea-between-curvesdefinite-integral discover the centroid (x¯,y¯) of the triangle with vertices ataskedNov 14, 2014in ALGEBRA 2by anonymouscentroid discover the volume of the solid acquired by rotating the region bounded by the provided curves around the speciﬁed line.askedJan 24, 2015in CALCULUSby anonymousvolume-of-soliddefinite-integral uncover the volume of the solid obtained by rotating the region bounded by the offered curves about the speciﬁed line.askedJan 24, 2015in CALCULUSby anonymousvolume-of-soliddefinite-integral find the volume the the solid derived by rotating the region bounded by the provided curves about the speciﬁed line.askedJan 24, 2015in CALCULUSby anonymousvolume-of-soliddefinite-integral find the area of the region bounded by the provided curves:askedJul 6, 2013in CALCULUSby mathgirlApprenticeareas-definite-integral uncover the area of the an ar bounded by the provided curves.y = 6x^2 ln x, y = 24 ln x?askedFeb 5, 2013in CALCULUSby futaiScholarareas-definite-integral