Solution in the uploaded image

- 2 a which feature in the graph in Figure 1.6.4 represents: the distance fallen after...
NOTES: HI, PLEASE SOLVE BY USING ANALYTICAL METHOD WHICH IS
RELATED TO FLUID MECHANICS(DRAG FORCE).TQ
25.19 Assuming that drag is proportional to the square of velocity, we can model the velocity of a falling object like a parachutist with the following differential equation: dv dt where v is velocity (m/s), 1 = time (s), g is the acceleration due to gravity (9.81 m/s), c = a second-order drag coefficient (kg/m). and m 90-kg object with a drag coefficient of 0.225...
2, When you divide the total distance and total time for a trip, you calculate a(n) average acceleration instantaneous speed average speed non-uniform speed constant speed 3. A heavy object and a light object are dropped from rest at the same time in a vacuum. The heavier object will reach the ground It depends on the shape of the object at the same time as the lighter object It depends on the mass of the object after the lighter object...
1. (a) Figur1 shows the forces acting on a particle that falls from rest under gravity and is subject to a retarding force proportional to its velocity, bv Figure 1 mg (0) Show that the velocity, v, as a function of time,t,can be written as 1-e m 151 (i) Determine an expression for the particle's terminal velocity. 2] 151 Find the position as a function of time. (b) The terminal velocity of the particle is 50 ms1. Find (c) (i)...
2. 1-D Kinematics, Constant Acceleration After falling a distance of 45.0 m from the top of a building, a box is landing on the top of a car, which is crushed to a depth of 0.50 m due to the impact. g = 9.8m/s2 Calculate: a) the speed of the box just before it touches the top of the car. b) The average acceleration of the box during the impact. c) The time it took to crush the roof. 3....
from the graph in Figure 2. 2 kg 100 N/m Foooo A student is conducting an experiment to analyze the mechanical energy of a block-spring system. The student places a block of mass 2kg on a horizontal surface and attaches the block to a horizontal spring of negligible mass and spring constant 100N/m, as shown in the figure. There is negligible friction between the block and the horizontal surface. The other end of the spring is attached to a wall....
please help with #7 and question 6 (the last question)
3. Rescale the axes if necessary to see all of the graphs. Answer the following questions: a. At the instant the push ends, what does the force equal? F= b. At the instant the push ends, what does the acceleration equal? a= c. At the instant the push ends, what can you say about the speed of the cart? Look carefully at the graphs on the computer monitor. 4. Use...
PLEASE ANSWER ALL QUESTION WHICH ONE IS MISSING.
THANK YOU SO MUCH.
ロvelocity vs. nme Graph A ball is thrown straight up into the air and then, on the way back down, is caught at the same height it was released at. For the following graphs, UP IS POSITIVE & DOWN IS NEGATIVE. Assume there is no air drag. Which one of the following vy vs. t graphs best represents the motion of the ball the entire time it was...
#4
Angeles FIGURE P2.2 a. Who 3. Il The b. How e position graph of Figure P2.3 shows a dog slowly sneak- ng up on a squirrel, then putting on a burst or the lower sped? 10. Il Richa are on th Normall ning late How ma a. For how many seconds does the dog move at the slower b. Draw the velocity-ve dog's velocity-versus-time graph. Include a numerical scale on both axes. 11. Il In a 5 another to...
Im having trouble solving d and e
I don’t know how to differentiate or graph
2013 AP PHYSICS C: MECHANICS FREE-RESPONSE QUESTIONS Mech 2. A box of mass m initially at rest is acted upon by a constant applied force of magnitude F. as shown in the figure above. The friction between the box and the horizoetal surface can be assumed to be negligible, but the box is subject to a drag force of magnitude kv where v is the...
Use Matlab... Use given variables...
%Set values of parameters
H0 = 4000 ;
v0 = 0;
vplane = 38.9;
vwind = 7.0;
g = -9.81;
td = 45;
dt = 0.1;
%initial conditions
%To minimize edits, let v = vertical velocity, and vx = horizontal
velocity
y(1) = H0;
v(1) = v0;
t(1) = 0;
x(1) = 0;
vx(1) = vplane;
%loop until parachutist reaches the ground
%Calculate te horizontal distance traveled before and after the
parachute opens
d_free =...