Required information Consider three forces P1, P2, and P3 where P1 = 30 lb, P2 = 55 lb, and P3 = 56 lb. y 28 in. 96 in. P2 84 in.. OP3 P1 80 in. 90 in. 48 in. x

5. Mick is a 185 lb snowboarder. His snowboard weighs 67 N. What is the combined weight of Mick and his snowboard?

2 strings hold a painting at a 45 degree angle with a force of 138.594N each. Calculate the total mass of the painting.remember f=ma. Hit use Fy for each string and add them

Find the components for the 361 lb. force as shown below: 448 las GOo Ibs 12. 3 a401bs 361 las

An object weighs 3200 lb. What is the object's weight in N? N

Angel N (Newton) σN Fg (Newton) σf Weight (Newton 29.3o 1.777   0.8544   1.963 Fill out rest of table. The table is that of slope forces. N = Normal Force got from equation N = m × Az Az = acceleration in z direction Az = (8.795 ± 0.022) m/s2 m = mass  m = (0.2016 kg ± 0.00584 kg) Fg = Force exerted by gravity got from equation Fg = m×|Ay| Ay = acceleration in y direction  Ay = (-4.253 ± 0.015) m/s2 m = mass  m = (0.2016 kg ± 0.00584 kg) The photo is the equation needed to be used to fill in the rest of the table.

12. In an experiment, a student measured the pulling force (the force required to move each block at a constant speed) and plotted the pulling force, in Newtons (N), versus block mass, i kilograms (kg). The results are shown in Figure 1. Based on Figure 1, the results of the experiment shown are best modeled by which of the following equations? * 25.00- Z 20.00- 15.00 10.00 5.00 0.00 0.00 block mass (kg) Figure 1 a. Block speed (m/sec) = 0.2 x time (sec) b. Pulling force (N) = 0.2 x block mass (kg) C. Block speed (m/sec) = 5.0 x time (sec) hp #3 & 大 7 pulling force (N) 0.50 1.50 000 00 3.50 00 00

The 1000N cow now sits on the 5kg box.a. What is the total mass of the cow and the box?b. What is the total weight of the cow and the box?c. What is the normal force provided from the ground?

As shown in the figure, the mass of the block is 214 kg. If Fappi= 59.4 N and Fapp2=38.7 N, find the normal force. Fapp. Fopps FR

1.  An automobile weighs 2000 lb.  Calculate the weight of the car in N and its mass in kg.