A child holds a sled on a frictionless, snow- covered hill, inclined at an angle of 27°. F 89 N 27° If the sled weighs 89 N, find the force ex- erted on the rope by the child. Answer in units of N. (part 2 What force is exerted on the sled by the hill? Answer in units of N.

A person walks 33.0° north of east for 2.30 km. How far due north and how far due east would she have to walk to arrive at the same location? north     km east     km

a) Determine the centroid coordinates (x, y) for the solid and homogenous section shown in Figure Q3a, where h = 175.00 mm, t = 25.00 mm and w = 105.00 mm. Give the (x, y) coordinates relative to the origin (O) as shown in Figure Q3a in millimetres (mm) to two decimal places. h

A treasure gives the following directions to a buried treasure: "Start at the gravestone of Sméagol. Walk due west for 240 paces, then walk due south for 465 paces. Dig" but when you arrive, you find an angry dragon just west of Sméagols gravestone. To avoid the dragon you set off along a trail in the forest at and 23.0 degrees south of east. After waking 385 paces, you see and opening through the forest. a) in which direction should you go to reach the treasure? Make sure to specify with respect to which cardinal direction. b) How many paces should you go to reach the treasure.

Choose the letter of the correct answer A. Statements a and b are both true B. Statements a and b are both false C. Statement a is true, statement b is false D. Statement a is false, statement b is true

Determine the values of /, and I, that satisfy the following two equations. 9.25 + 3.30/, - 2.35/, = 0 and -2.50/, +1, = 0. (a) 1 = A (b) /2 = A Need Help? Read It

Vector  = 6.0 m and points 30° north of east. Vector  = 6.0 m and points 30° east of north. The resultant vector  +  is given by: A) 9.7 m at an angle 42° north of east. B) 2.0 m at an angle 42° north of east. C) 11.6 m at an angle 45° north of east. D) 1.1 m at an angle 42° north of east. E) 0.7 m at an angle 42° north of east.

QUESTION 1 The vector V has a magnitude of 199.51 km and makes an angle of 78.88 degrees with the x-axis. Find the x component. Round answer to 4 significant digits and enter the unit.

How could the formula be the same? I mean it is not a right triangle.

τη Using the analytical vector addition . method, calculate A + B where A = 60.0 km/h at 72° and B = 3.00 x 10² km/h at 190 ΔΔΔΔΔΔΔΔΔΔΔΔΔΔΔΔΔΔΔΔΔΔΔΔΔΔΔ