Determine the centroid of the bracket shown knowing the radius of the hole,

r

r

, is 0.9in.and the height,h

h

, is 1.6in..Give the answer to the nearest.001 inch.An integral table (xvalues are all in radians ):

Determine the centroid of the bracket shown knowing the radius of the hole, is 0.9 in. and the height, h is 1.6 in.. Give the answer to the nearest .001 inch. An integral table ( x values are all in radians ): 12 cos (x +2 da = sin x + 2x = 9.81859 in 2 x cos x + 2 dx = r sin a + cosa + 2? =0 in3 S'2 x2 cos a +2 dx = x' sin a - 2 sin x) + 2 x cos x + 3x = 10.9747 in 2 cosa + 2 da = sin 2x + 2 sina + 2x = 12. 44799 in' S'2 & cos (x) +2 dx = sin 2x - sin' (ac + 13 sin(2) +11 x 12 = 21. 6234 in cos(x) + 2 2 in 2 in The centroid is locacted at X = in. and in