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RWhat are some of the products manufactured in the gum and wood chemicals industry?
Wiki User
∙ 13y ago
Turpentine, for example, is extracted from pine gum and pine wood. Numerous oils and finishes can also be obtained from pine or other woods, as can many dyes, fuels, and resins.
Wiki User
∙ 13y ago
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RWhat is a civil engineer?
kooooooooooooootachie koooooooooooooootachie
What was Satchel Paige famous for?
rwhat was satchel paige famous for
RWhat is the Difference between a strong safety and free safety?
strong usually plays a bigger role in the run game
How many mg equals 5000 mcg?
1 Milligram = 1000 Micrograms and 5000mcg = 5mg
A body is moving along a circular path of radius rwhat will be the distance traveled and displacement of the body when it completes half a revolution?
double of the radius means equal to diameter
What are 2 types of components in HVAC-Rwhat are they and their characteristics?
There are many components in HVAC and all of them have various types. For example: (01) Compression equipment: Compressor: Reciprocationg, Rotory, Screw, Centrifugal etc. In absorption system the compressing system itself is different. (02) Expansion device: Thermostatic Expansion valve, High side or low side float valve, caplliiery tubes, flutronic valves etc. and so on. The question shall be specific to get the answer
Should your company look into employee scheduling software?
What you require is an auto-scheduling program. However, even such a scheduling program will require that you define the shifts first - there is no way around that.J&RJ&RWhat I can suggest is a scheduler that also includes a template feature. This means that once you set up your basic shifts, you can save it as a template and then reapply the template to all other schedules. You can also create a number of templates and simply apply them for a variety of schedules, saving you the time and hassle later of re-entering employees per shift.
Rwhat were the reasons for the last war in srejevo easons for the last war in sarejevo?
The reason fighting broke in those regions (Bosnia, Sarajevo, Crotia, etc. etc.) is because the Union of Soviet Socialist Republics (USSR) dissolved/collapsed). Like Saddam Hussian, the Soviets may have been the bad guys (during the cold war)...but they did one thing successfully; there was little or no in-house fighting within their borders. During the 1930's, when the US government was building Hoover Dam in Arizona, the Governor of Arizona threatened to mobilize the Arizona Army National Guard to protect Arizona's water rights against the US federal government. During the 1960's Alabama's Governor Wallace actually did mobilize his Alabama Army National Guard to defend Alabama's segregation laws against the US federal laws. These are a few examples of what Bosnia, Sarajevo, etc. went thru; EXCEPT the United States of America didn't collapse! So Arizona and Alabama settled their issues peacefully with the US federal government.
Two satellites A and B orbit the Earth in the same plane Their masses are 7m and 10m respectively and their radii 7 r and 9 rWhat is the ratio of their orbital speeds?
-- The orbital speed (period) of an earth satellite is essentially independent of its mass. Definitely for any artificial satellite, the mass doesn't matter, only the measurements of the orbit. -- If the 'radii' given in the question refer to the radii of the satellites themselves ... the physical cans ... then that doesn't matter either. The only thing that affects the speed in orbit is the size/shape of the orbit, not the size, shape, mass, age, or ethnicity of the satellite. -- So let's assume that these two satellites are both in circular earth orbits, and that the radii given in the question refer to the respective orbital radii ... one orbit has a radius of 7 units, and the other one has a radius of 9 units. According to one of Kepler's laws ... I think it's #3 ... the quantity ( T2 / R3 ) is a constant for all satellites of the same central body, where T = the period of the orbit, R = its radius. For the pair of satellites: TA2/RA3 = TB2/RB3 We're given that RA=7 and RB=9, so TA2/343 = TB2/729 TA2/TB2 = 343/729 ===> TA/TB = sqrt(343/729) ===> TA = TB x sqrt(343/729) This would give us the ratio of the orbital periods, but not the ratio of the speeds that the questions asks for. To get that, we also have to figure in the circumferences of the two orbits. CA = 2 pi RA = 14 pi units, CB = 2 pi RB = 18 pi units. The orbital speed of either one is (circumference / period). Speed of A = (CA/TA) = 14 pi / TA = 14 pi / [TB x sqrt(343/729)] Speed of #2 = (CB/TB) = 18 pi / TB Speed A / Speed B = (14 pi TB) / [18 pi TB x sqrt(343/729)] Speed A / Speed B = 7 / [9 sqrt(343/729)] = 7 / (9 x 0.68594) = 1.13389 (rounded) As expected (hoped), the speed of the satellite in the smaller orbit is greater than the speed of the one in the larger orbit. Kepler and Newton are both happy. I know we're not supposed to get personal with these contributions, but this questioner seems to have a number in mind and an understanding of the principles at work. It's been close to 40 years since I learned this stuff, and after sweating this one out, I would really like to know if my answer is anywhere close, so I'll ask the questioner to please do me a favor and put a comment on my message board. 10-Q
