00:01
Hello, here a block with a mass of half a kilogram is kicked, so it slides up a ramp and glide at an angle of 30 degree.
00:12
At the bottom of the ramp, it has a velocity of 4 meters per second, and the coefficient of kinetic friction is 0 .18.
00:21
First of all, we have to calculate how far up the ramp the block slides.
00:29
Let's do this.
00:30
So, here we have to calculate let's make the sketch when at the ramp the block is gravity and kinetic friction force that is bell and also the normal reaction.
00:51
Now let's introduce the axis, axis x along the incline and x is y perpendicular to the incline.
01:06
So therefore acceleration of the block which is directed downwards has the following magnetic reaction force is mu k times normal reaction therefore this acceleration has a falling magnitude that is g times sine teta plus mu k or sine teta let's calculate this magnitude that is 6 .43 meters per square second and now we can calculate l because l is v0 squared over 2a that is 1 .24 meters.
02:57
Now let's answer the equation b.
03:01
We assume that the block comes to rest and we have to calculate the coefficient of study question which is enough to prevent it from sliding downwards...