My small dictionary of mathematics

1.Area
The area of square can be find with multiply length and wide.
2.Central angle
Central angle of perpendicular line is 90 degree.
3.Diameter
To find circumference of circle,we need diameter.
4.Rhombus
Rhombus is a kinds of square.
5.Prime number
11,37,59,73 are called prime number.
6.Intersect
Two line was intersect in one point.
7.Cube
A cube have six side.
8.Tangen
If in one point,there are only one or two tangen of circle.
9.Natural mathematics
Addition,substraction are kinds of natural mathematics
10.Volume
To find volume of cube we must multiply length,wide and altitude.
11.Toast
12.Concave

Task 4

• Chronology of Phi

After that of Archimedes was value for phi, Claudius Ptolemy of Alexandria in his famous Syntaxis Mathematica ( more popularity known by its Arabian title of the Almagest), phi is given in sexagesimal notation as three - eight accent thirty double accent, which is three hundred seventy seven or three poin one hundred fourty one. This value was devided from the table gives the legths of the chords of a circle subtended by central angles of each degree and half degree. If the length of the chord of the one degree central angles is multiply by three hundred sixthy, and the result devided by the length of diameter of the circle, the above value for phi is obtained.

• Formula of abc

The early Greeks devised in genious geometrical procceses for carrying out algebraic operations. Thus Book II of the Elements, we may illustrate the method :
( a + b ) square = a square + two multiply ab + b square
by dissecting the square of side a plus b into two squares and two rectangles having area a square, b square and ab. Euclid's statment of the proposition is :
" If a straight line is devided into any two parts, the square on the whole line is equal to the sum of the squares on the two parts together with turice the rectangle contained by the two parts".

• Volume of Cone

If was knowed with radius (r) and this height (t), to find of cone volume base area is multiply of height. When base area is a circle, cone volume is phi multiply of square radius and multiply of height.

• How to prove that in sigitiga amount on degrees 180 degree!

Angle DCE = angle CAB (because sides)
Angle BCE = angle ABC (as opposed in)
Angle ACB + Angle BCE+ Angle ECD located in one line (180degree)
Angle ACB + Angle BCE+ Angle ECD = 180degree
Angle ACB + Angle ABC + Angle CAB = 180degree
Provently.

• Probability appearing sum figure more than six from two dice was played one's.

There are twentty one of the sum figure more than six from two dice was played. So, probability figure appearing more than six was tweenty one devided thirty six.

• Drawing Cube
  

To draw a cube of if known by the element,firstly paint the area of frontal ,after that find the our side of frontal,then make it’s angle of deviation or angle;corner of surut,after that get big of its size measure hence we make the side of ortogonal with the angle;corner withdraw and comparison ortogonal hence we get the length of side of ortogonal.from own of angle;corner dot of our area frontal make the side of ortogonal,the size of inclination must appropriated with angle of surut,and the length as according to comparison ortogonal.So by connecting from the own of dot,we get a picture develop build the cube.

Natural Mathematics

Natural mathematics has been using everyone to solve many problem for over million year. For example, the great pyramid of Gizeh was erected about million year ago. Without mathematics, the great pyramid wasn't erected. Marsh drainage, flood control, and irrigation it was impossible to created without the development of considerabletechnical knowledge and it's concomitant mathematics. Agricultural has been using mathematics, too. These pursuits required the computation of a usable calender, the development of systems of weights and measures to serve in the harvesting, storing, and apportioning of foods, and purpose of trade.
Now, natural mathematics is important for anyone in this world. This is visible in our life. For example, the seller. All seller want to be succes. And to get it, a seller must be clever to sell their have. But with natural mathematics system everything look easy and simple. Seller can using linear program system to create a good strategy. With this strategy, they can look how much money they get in optional solution curva. So, seller can do the best choise. To build aeroplane, an engineer need mathematics for programming system, too. And finally, the aeroplane is made from iron and so very heavy can be flaying on air.
That all need mathematics. Now oneelse can made without natural mathematics.

by : adittria S MatNr 08

Last week is my first time to study english language.I very nervous because i can't speak english very well. So, i have idea to sit in behind my friends. When the Master of English come, i am so scarry and very panic.
Then, class begin... It's time to introduce. I think it's not good, but suddenly the Master introduce himself, just like new friend. Suddenly my bad feeling is gone... And I fell better.
A few minutes latter, he tell about himself. He have a bright future. I so interest to hear that and want to know all about him. How Mr. Marsigit can be succesmen...? He say that english is very important in this world and without english we can't do anything... I believe that this argument is true...
Now, I hope... I can be better ...