The interior angles of a hexagon were observed and recorded as follows: A = 122 degrees 31'02", B = 123 degrees 26' 17",C = 130 degrees 05'07", D = 120 degrees 15' 47", E = 160 degrees 50' 35 and F = 62 degrees 53' 07". Determine the corrected angle D.

For the cross-section area shown below the centroid is identified by point (C), the area moment of inertia (I) in (x 103 mm4) about the x-axis passing the centroid is equal to: R 25mm + 40 mm 40 mm 10mm + R 25mm 9336.03 1040.3 17631.8 3494.63

Given: θ=20o30' Upper Reading=2.800 m Middle Reading=2.000 m (rod reading (RR)= h)  Lower Reading=1.200 m Height of Instrument=1.20 m Elevation at point O=140.50 m K=100 C=0   Compute the horizontal distance Determine the vertical distance Calculate the inclined distance find the elevation of point P

Four interior angles of a five-sided polygon traverse were observed as A = 110°47'59", B = 121°06'12", C = 116°33'32", and D = 108°02′25". The angle at E was not observed. Part A If all observed angles are assumed to be correct, what is the value of angle E? Express your answer in degrees to six significant figures. E = IVE ΑΣΦ. 41 Submit Request Answer vec ?