You need 2 equations:
therefore,
--->
(a is in this case gravity (-9.8m/s^2))
1) m = -(10)*(0.15-0.10)/(-9.8) = 0.05102 kg
repeat same formula for the others.
Different mass crates are placed on top of springs of uncompressedlength and stiffness . The crates...
Different mass crates are placed on top of springs of
uncompressed length L0 and stiffness k. (Figure 1) The crates are
released and the springs compress to a length L before bringing the
crates back up to their original positions.
Rank the time required for the crates to return to their initial
positions from largest to smallest.
Rank from largest to smallest. To rank items as equivalent,
overlap them.
We were unable to transcribe this imageResetHelp 5N/mk 10 N/m L...
Different mass crates are placed on top of springs of uncompressed length L_0 and stiffness k. The crates are released and the springs compress to a length L before bringing the crates back up to their original positions. Rank the time required for the crates to return to their initial positions from largest to smallest. 1 ) k= 10 n/m L= 5 cm L_0= 10 cm 2) k= 5 n/m L= 10 cm L_0= 20 cm 3) k= 20 n/m...
Different mass crates are placed on top of springs of
uncompressed length and stiffness. (Figure 1) The crates are
released and the springs compress to a length before bringing the
crates back up to their original positions.Rank the time required for the crates to return to their initial
positions from largest to smallest.A: k=10 N/m L= 5 cm L0=10cmB: k=20 N/m L=5cm L0=15cmC: k=15 N/m L= 10cm L0=15cmD: k=5 N/m L= 5cm L0= 10cmE: k=10 N/m L=5cm L0= 20cmF: k=5...
Different mass crates are placed on top of springs of uncompressedlength and stiffness . The crates are released and the springscompress to a length before bringing the crates back up to theiroriginal positions.
Different mass crates are placed on top of springs of uncompressed length L_0 and stiffness k. The crates are released and the springs compress to a length Lbefore bringing the crates back up to their original positions.Rank the time required for the crates to return to their initial positions from largest to smallest.1 )k= 10 n/mL= 5 cmL_0= 10 cm2)k= 5 n/mL= 10 cmL_0= 20 cm3)k= 20 n/mL= 5 cmL_0= 15 cm4)k= 15 n/mL= 10 cmL_0= 15 cm5)k= 10 n/mL=...
Below are eightcrates of different
mass. (Intro1 figure) The crates are attached to massless ropes,
asindicated in the picture, where the ropes are marked by
letters.Each crate is being pulled to the right at the same
constant speed.The coefficient of kinetic friction between each
crate and thesurface on which it slides is the same for all eight
crates.
Rank the ropes on the basis of the force
eachexerts on the crate immediately to its left.
Rank from largest to smallest....
A particle P of mass m kg is attached to two fixed points A and B by two identical model springs, each of stiffness k and natural length lo- The point A is at a height 1/o above the point B. The particle is free to oscillate vertically under gravity. The stiffness of each spring is given by k = 4mg/10. The horizontal level passing through the fixed point A is taken as the datum for the gravitational potential energy....
please solve by hand, intermediate steps appreciated.
thanks!
Five springs with different spring constants k, and unstretched lengths L, are attached to each other in series. The endpoint B is then displaced such that the distance between points A and B is L = 1.2 m. The four equations that govern the motions of the springs are shown below. Use Gauss elimination method to determine the positions xi,2, , x4 of the endpoints of the springs. The spring constants and...
Six artificial satellites circle
a space station at constant speed. The mass m of each satellite,
distance L from the space station, and the speed v of each
satellite are listed below. The satellites fire rockets that
provide the force needed to maintain a circular orbit around the
space station. The gravitational force is negligible.
A.)Rank each satellite based on its
period.
Rank from largest to smallest. To
rank items as equivalent, overlap them.
B.)Rank each satellite based on its...
( 13 of. IN USU UWS Vastu UL GUVELNUS Van TH y uur Rank from largest to smallest. To rank items as equivalent, overlap them. View Available Hint(s) Reset Help V-15 m/s V = 15 m/s V = 10 m/s v= 10 m/s y = 15 m/s 60 O=90 003 8 = 0 8-45° V 20 m/s largest smallest