Re: Hovercraft B/C
Posted: February 12th, 2018, 4:44 pm
If 70% of an unknown solid is submerged in water when floating by itself, what is the density of the solid?
Riptide wrote:If 70% of an unknown solid is submerged in water when floating by itself, what is the density of the solid?
Specific gravity = .7; Density = .7 * 1000 kg/m^3 = 700 kg/m^3
Nice! Your turnUTF-8 U+6211 U+662F wrote:Riptide wrote:If 70% of an unknown solid is submerged in water when floating by itself, what is the density of the solid?Specific gravity = .7; Density = .7 * 1000 kg/m^3 = 700 kg/m^3
Wasn't too sure on what this could be but it looks like it is a hovercraft in which "only one propeller is used to provide both lift and thrust air". These questions however are no longer a part of hovercraft (fortunately) so no point to really learn these facts or add them to your binder (although questions like these have showed up in an invitational for me earlier this year).UTF-8 U+6211 U+662F wrote:What is an integrated hovercraft?
Oh whoops, I could've sworn the test section didn't change. Oh well, that's right. Your turn!Riptide wrote:Wasn't too sure on what this could be but it looks like it is a hovercraft in which "only one propeller is used to provide both lift and thrust air". These questions however are no longer a part of hovercraft (fortunately) so no point to really learn these facts or add them to your binder (although questions like these have showed up in an invitational for me earlier this year).UTF-8 U+6211 U+662F wrote:What is an integrated hovercraft?
Riptide wrote:A circle rotates clockwise at 100 rpm and has a constant counterclockwise acceleration of 4 rad/s^2 for 5.5 seconds. What is the angular displacement?
100 rpm = 10.47 rad/s (multiply by pi/30). Then using rotational kinematics (use the displacement equation), you get an answer of 2.9 rad counterclockwise.
Nicely done! Your turnJustin72835 wrote:Riptide wrote:A circle rotates clockwise at 100 rpm and has a constant counterclockwise acceleration of 4 rad/s^2 for 5.5 seconds. What is the angular displacement?100 rpm = 10.47 rad/s (multiply by pi/30). Then using rotational kinematics (use the displacement equation), you get an answer of 2.9 rad counterclockwise.