Bilangan Imajiner – Google+. Bilangan Imajiner. About. Posts. Looks like you’ve reached the end. Looks like you’ve reached the end. Unable to load more. frwiki Nombre imaginaire pur; glwiki Número imaxinario; hewiki מספר מדומה; hiwiki काल्पनिक संख्या; hrwiki Imaginarni broj; idwiki Bilangan imajiner. (Catatlah bahwa konjugat dari bilangan real adalah bilangan asli, tetapi konjugat dari bilangan imajiner murni adalah negatif dari bilangan asli.) Tentukan zz.

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bilangan imajiner – Indonesian-English Dictionary – Glosbe

Diameter Radius Circumference Area Except for that, a circle consists of other properties. By continuing to use this website, you agree to their use. Carmelin Fransisca kelas P. Skip to content Home About. Besides the properties known from the above three, there are actually several other properties that the circle has, but this time, the shape formed inside the circle imajined not triangle, but it was a rectangular. It states that any angle inside the rectangular shape, if being summed up with the angle that was located at the opposite way For ex.

Any angle that was drawn from the two endpoints of a diameter of a circle will form a 90 degree. As for the segment, this will be a little hard.

Pengertian saling prima adalah bilangna bilangan real yang memiliki faktor persekutuan terbesarnya adalah 1 Bilanga Irrasional: As we have known from the picture, a segment and a sector is the area of the shaded part while the arc and the circumference is the line that made up the circle.


As we have known, a circle consists of: The same goes for the arc.

This property is only valid when the triangle is located in the same segment and the line used to form the said triangle must reach the circumference of the triangle. Another name of a line that interacts with a circle is called a tangent.

Lina Indra What we have learned so far… The property of circle: This site uses cookies. Then, subtract the sector are with the area of the equilateral blangan and you will get the area of the segment. As each of us knows, a circle is a very special shape in geometry. It bilangwn different from all the lines that we have learned this far.

This property is only valid when the line that was drawn reaches or was at the center of the bilanga. Any triangle that was located at the very same segment will have the same number of angle as in the picture.

Sedangkan himpunan kosong sendiri adalah himpunan yang tidak memiliki anggota sama sekali.

Thus, this property is called as The Opposite Segment. Note that this property is only valid when the line is drawn from the two endpoints of a circle Diameter.

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To find out more, including how to control cookies, see here: To calculate the area in a sector, this following formula will be able to make you find the area. The special thing about this line, is that when a line Radius is drawn from the center of the circle towards the tangent, it will create an angle where the size of the angle is equal to 90 degrees.


With its special shape, it has several special properties that have been proved by mathematician. Up and down will be equal to. Previously, we have learned about the line that crosses the area of the circle which is called Diameter, Radius, Secant and Segment. Some of them are: This imaminer, instead of located inside the area of the circle, this line crosses the circle from outside, but it somehow, touches one point of the circumference of the circle. In this property, the shape drawn must be a rectangular shape.

And also this property is valid when the longer line that is angle A touches the circumference of the imajlner. First, you will have to find the sector area of the segment that you wanted to find.