1. A simple ramp set up for determining impact angle has a base of 14.3 cm and a height of 29.6 cm. Calculate the angle theta (0) for the ramp.
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- An unsymmetrical parabolic curve has a forward tangent of -8% and a backward tangent o +5%. The length of the curve on the left side is 40m long while the right side is 60m long. The PC is at station 6 + 780 and has an elevation of 110m. An outcrop is found at station 6 + 800 has an elevation of 106.40m. Calculate the following: a. The height of fill needed to cover the outcrop b. elevation of curve at station 6 + 820 c. elevation of the highest point on the curveThe parabolic cables of a 200-ft portion of the roadbed of a suspension bridge are positioned as shown. Vertical cables are to be spaced every 20 ft along this portion of the roadbed. Calculate the lengths of these vertical cables. es Choose the correct answer below. ools OA. 56 ft, 41.6 ft, 30.1 ft, 22.4 ft, 17.3 ft, and 16 ft OB. 56 ft, 41.4 ft, 30.4 ft, 22.2 ft, 17.6 ft, and 16 ft OC. 56 ft, 41.4 ft, 30.1 ft, 22.2 ft, 17.3 ft, and 16 ft OD. 56 ft, 41.6 ft, 30.4 ft, 22.4 ft, 17.6 ft, and 16 ft Help me solve this View an example Get more help. Clear all Skill builder 16 ft 200 ft orrVector A =5i+2j and vector B =2i−3j+4k. a) What is the cross product A⃗ ×B⃗ ? Find the x-component. b)Find the y-component. c)Find the z-component.
- The angular elevation of a tower CD at a place A due south of it is 60°; and at a place B due west of A, the elevation is 30°. If AB = 3 km, what is the height of the tower?1. Solve words problems. An Airplane takes off 200 yards in front of a 60 foor building. At what angle of elevation must the plan take off in order to advoid crashing into the building? Assume that the airplane flies in a straight line and the angle of elevation remains constant until the airplabe flies over the building. A 14 foot ladder is used to scale a 13 foot wall. At what angle of elevation must the ladder be situated in order to reach the top of the wall?Given: A= 3i-4j B=-5i+ 6j+ 2k. Find a. A x Bb. angle between A and B
- Academic Departments ETC - CIMS The components of vector A'are given as follows: Ax = 5.6 Ay = -4.7. What is the angle between vector A'and positive direction of x- axis? a. 127° O b. 90° O c. -40° O d. +40° If the magnitude of the vector product of two vectors a and b are are equal to 0, then what do we know about a and b? O a. they are in different planes O b. they are perpendicular they are in different directions d. They are parallelA 10 meter long ladder rests against a vertical wall so that the distance between the foot of the ladder and the wall is 2 meter. Find the angle the ladder makes with the wall? 10 m 2 m Select one: a. 78.47° O b. 1° O c. 11.53° O d. 44.42°1. A surveyor wants to find the distance across a river. A stake is placed on each bank of the river as shown in the figure. She measures a distance of 30.0 m from one stake to another on the same side of the river, thus finding the third vertex on a right triangle. She then measures the angle 0 and finds it equal to 75.9°. What is the distance across the river? 30.0 m A) 89.2 m B) 15.3 m C) 119 m D) 268 m E) 29.0 m
- 4.2 m 5m A 5m long ladder is leaning against a wall of height 4.2m, as shown. The angle (0) made by the ladder with the floor is O a. 40.03° а. O b. 57.14° О с. 32.86° O d. 49.97°1. Determine the resultant of the following: 8.0 N at 40°, 9.0 N at 120°, and 12.0N at 200°, all angles being measured with the positive x-axis. Use component method in finding the resultant.5. Determine the angle between vectors A = 2.00f +3.00) + 1.00k and B = -4.001 + 2.00j - 1.00k. %3D ANS: 100° 6. Find the magnitude of cross product of vectors A = 2.00f +3.00f + 1.00k andE = -4.00i + 2.00) - 1.00k. ANS: 17