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FAQ

Which state in the United States has the most nuclear weapons?

That would very likely be an OPSEC issue google nuke US and you will find out what we are allowed to say.

Develop a Java GUI program for the Silo problem.Call it SiloGUI.javaYou program should accept the radius and height as inputs, and then computes the following:circumference, volume, and surface area for the silo. When the user presses the quot;Computequot; button, the program will read in the inputs, perform the calculations required, display the results.Your GUI should have 6 rows and 2 columns to accommodate the requirements above.I missed a lot of classes and I am really help. Any help would be great. Thanks in advance!

you could hand-code the GUI (my own selection) or use the NetBeans FormsBuilder to make your GUI with frustrating-coded numbers. FormsBuilder makes use of Java Beans to code the widgets and an undemanding GUI can write over one hundred lines of code which you will no longer alter. as a substitute, to customise the habit of the widgets you place upon the variety you ought to navigate the properties dialogs of the widgets. FormsBuilder works suitable in case you get each and all of the selections set up the 1st time -- modifying is a beeeetch. you could preview a FormsBuilder GUI at any time. In NetBeans as a substitute of beginning a type template, you open a varieties template. Hand-coded is you be conscious of the numerous format managers and that they'll do the math for you as ratios. the suitable plausible GUI is presented throughout systems doing hand-coding. You preview the GUI by utilising working your Java application you're coding. Java textbooks do GUI this way. i admire NetBeans by way of fact it could run textbook code examples. Eclipse, the different Java IDE, makes use of the especially-made SWT widgets. in case you employ SWT, you will make alterations interior of Eclipse.

A farmer has a cylindrical silo 15 m high and a radius of 4 m. How much paint would be required to paint the exterior of the silo if one liter of paint covers 10 ?I got this:2 x 3.14 x 16= 100.48 x 2 = 200.96 16 x 15= 240 240+200.96= 440.96m^2

No. First A typical gallon of paint covers ~ 200 sq ft. Maybe 400 ft? in an extreme case (USA units) 400 ft? ~ 9.03 m? a gallon is ~ 3.8 L 9.03 ÷ 3.8 ~ 2.4 m? ...There is NO WAY a Litre will cover 10 m?. Second A liter covers 10. ?? 10 WHAT, knucklehead ? 10 m? ? 10 silos? 10 people? 10 magic mushrooms? Third The top of a silo is rarely flat. Even indoor silos have some curvature to give the cylinder some additional strength. But if you want to assume the top is flat then its area is πr? not whatever you have (and I can't tell, since you didn't label your two expressions) Fourth A cylinder has the same area as a rectangle that you glue together (by two of its opposite edges). The area of a rectangle is l*w ; the length of a cylinder is its circumference which is 2πr so the surface area of a cylinder is 2πrh Fifth The farmer can't paint the bottom of the silo, duh.

WHAT D0ES THiS MEAN?!?HOLA SORRI NO ABLO INGLES E PERO SILO ENTIENDES TE VES ERMOSISISMA BESITOS MUAK

Hi, Sorry that I don't speak English. pero if you understand, you look really beautiful. Kisses. Muaaaaaaaa.

HealthThe whole silo movesA million eyeballs searching.Frantic takes a walk, circles slowly,picks up a rock, reddish, and throws, frantically.The first to pop out becomes an eye, itsscreech informs all others of sight.This is my state, this was my state.Frantic, just choose one and leave!You would never pick mine.

The first thing that comes to mind, is that it's about the moments between the launch of a nuclear missile and the impact of a nuclear missile.

Can anyone spot what is there?

A path in a forest. I think they're just trolling you by making you look at it for ages.

i know how silage is loaded and unloaded but not grain. any useful websites?

Stave silos load into the top and unload from the top down with what looks kinda like a snow blower. It has a gathering chain that pulls the silage to the center then the silage is blown to the discharge shoot on the side of it.

A grain silo has the shape of a right circular cylinder surmounted by a hemisphere (see the figure below). If the silo is to have a capacity of 478π ft3, find the radius and height of the silo that requires the least amount of material to construct. Hint: The volume of the silo is V, and the surface area (including the floor) is S, as shown in the equations below. (Round your answers to two decimal places.)V = πr2h + (2/3)πr3S = π(3r2 + 2rh)it wants to know a value for r and a value for h..I'd appreciate any help I can get!!! thanks!!

V = πr2h + (2/3)πr3=478π ---> h = (478/r^2) -(2/3)r and S = π(3r2 + 2rh) = π((5/3)r^2 +956/r) , solve dS/dr = 0 ----> r = 1.88 ft and S = ...