What is difference between 'infinity' and 'undefined'?
In mathematics infinity is a defined numeric quantity greater in magnitude than any finite numeric quantity, whereas undefined refers simply to something lacking a definition (e.g. the result of division by zero is undefined, not infinity). If you study set theory, you will find there are many different infinities some greater in magnitude than others. Infinity though defined is not a simple concept.
What part of the circle does 1 degree represent?
It will represent 1/360 of a circle's circumference of 360 degrees
The gradient of a line is the same as the slope of a line. It will tell someone measuring the line how straight the line is.
How do you determine the area of an oval racetrack the cars race on?
Usually it is two semi-circles with straight stretches "inserted" between them.
If the semicircles have radius r units, and the length of the straight sections is s units then
Area = pi*r2 + 2r*s square units.
I'm no pool expert but I can do the basic maths. I'd presume the limiting factor on how much water will pass through a pipe is its cross sectional area, and that these are circular pipes. If so, the area of a 1.5 inch diameter pipe is pi x .75 x .75, and of a 2inch diameter pipe is pi x 1 x 1 . So two of the smaller pipes will have a combined area of 1.125pi sq. inches, more than the single bigger pipe at 1pi sq. inches. Two 1.5" pipes into a single 2" line is acceptable for your flow rates. The flow rate will depend more on your pump than the two 1.5" diameter lines. You could add a third, or even more lines and individually isolate them with ball valves so you can adjust the flow from each as per the requirements of the pool.
Is a rectangle also a paralellogram?
Think of it, a rectangle has 2 pairs of equal sides like a paralellogram and they both have 2 pairs of 2 parralell sides So i guess they are the same
Japanese fighter planes. Also a slang term for "officers". Desiree--The Zeroes were Japanese fighter planes. Our US P47s--P52s and P38s engaged them in dog fights during the war in the Pacific. While I was involved in the Battle for Okinawa I witnessed many of these dog fights in the sky over the Island. Also when our U.S. fighter planes returned from escorting our U.S. Bombers over Japan anytime one of our fighter planes was credited with a Zero kill they were allowed to put their fighter plane through aerobatics over the Island before landing. This was really something to witness. == I think the first answer is accurate. There was one Japanese fighter aircraft that was designated the Zero; the MITSUBISHI A6M2. The Zero got its name from its official designation, Navy Type Zero Carrier-Based Fighter (or Reisen), though the Allies code-named it "Zeke." However, the term was used generally to describe any Japanese fighter plane as many of their aircraft looked very similiar. (I'm not sure about the officer part of the answer.) http://www.nationalmuseum.af.mil/factsheets/factsheet.asp?id=471 == The zero (Zero) was one of the most successful fighter pilots of the Japanese Navy in the first half of the war. They seriously outmaneuvered every other aircraft at the time. Only at the end of 1942 and from 1943 that the US managed to counter the Zero with F4U Corsairs, F6F Hellcats, etc.
What part of the country do you live in? I'm assuming you're in the eastern part.
Coins from the 2 major mints are distributed geographically, with Philadelphia coins on the eastern half and Denver coins on the west. Most coins do not "migrate" because they tend to be used in local commerce once they're sent to banks. The only way they move is in the pockets of people who travel from one part of the country to another. I spent about a year on the west coast and hardly ever saw a Philadelphia coin while I was there, so they have the opposite situation.
The only places I've been where there's more mixing is in the central states like Texas, Arkansas, Michigan, and so on that are on the borders of the distribution areas.
What is the largest five digit multiple of 11?
99990
Note that if you add 11 to my answer you get a 6-digit number therefore it must be the largest 5-digit whole multiple of 11.
do you mean why is zero so important well this is why. zero is betwin one so the zero gets started with because its zero one two three. and it can also make lower numbers. zero is the king of the small numbers the small numbers are -one -two -three. and it makes the big ones. zero one two three. its very easy to know why its an important number.
How do you compare or rank metric measurements with different units?
You convert them into the same unit and compare them.
The word "other" in the question implies that you already have one or more in mind. But you have chosen not to share that knowledge. It is therefore not possible to provide a more useful answer.
The word "other" in the question implies that you already have one or more in mind. But you have chosen not to share that knowledge. It is therefore not possible to provide a more useful answer.
The word "other" in the question implies that you already have one or more in mind. But you have chosen not to share that knowledge. It is therefore not possible to provide a more useful answer.
The word "other" in the question implies that you already have one or more in mind. But you have chosen not to share that knowledge. It is therefore not possible to provide a more useful answer.
What is the largest amount of juice a container can hold out of 42 and 18?
The answer depends on the kind of container. It also depends on the units used for 42 and 18.
What will be the path of a projectile?
The path of a projectile in earth gravity is that of a parabola.
What is the name of the 30 sided solid figure?
If you wish to communicate information, I suggest you call it a 30-sided polyhedron or a 30-hedron. Although the prefix for 30 is triaconta so that the "proper" name is triacontahedron, I suggest you keep it simple. Not only is the use of long Greek prefices pretentious, you will only annoy the reader who will probably have to consult a dictionary.
Can every function be expanded in fouriers series?
no every function cannot be expressed in fourier series... fourier series can b usd only for periodic functions.