PERSAMAAN LINGKARAN
Presentation
•
Mathematics
•
11th Grade
•
Hard
Eka Nurlia
FREE Resource
4 Slides • 7 Questions
1
By Eka Nurlia
2
Open Ended
APA KABAR ANANDA?
3
TUJUAN PEMBELAJARAN
PESERTA DIDIK DAPAT MERUMUSKAN PERSAMAAN LINGKARAN YANG BERPUSAT DI TITIK O(0, 0) DAN P(a, b)
MATEMATIKA PEMINATAN
PERSAMAAN LINGKARAN
4
INDIKATOR
1. SISWA DAPAT MERUMUSKAN PERSAMAAN LINGKARAN YANG BERPUSAT DI TITIK O(0, 0) DAN P(a, b)
MATEMATIKA PEMINATAN
PERSAMAAN LINGKARAN
5
Jika suatu lingkaran memiliki pusat (0,0) dengan jari-jari r, maka bentuk persamaannya: x2+y2=r2.
Jika suatu lingkaran memiliki pusat (a,b) dengan jari-jari r, maka bentuk persamaannya: (x-a)2+(y-b)2=r2.
PERSAMAAN LINGKARAN
APA RUMUS PERSAMAAN LINGKARAN YANG BERPUSAT DI TITIK O(0,0) DAN P(a,b)?
6
Multiple Choice
Persamaan lingkaran dengan pusat (0,0) dan jari-jari 4 adalah . . . .
x2+y2=16
x2+y2=25
x2+y2=9
x2+y2=36
x2+y2=4
7
Multiple Choice
Tentukan persamaan lingkaran dengan pusat (7, 0) dan berjari-jari 3.
8
Multiple Choice
Jari-jari lingkaran x2+y2=16 adalah . . . .
4
5
16
1
8
9
Multiple Choice
Pusat lingkaran x2+y2=18
(0,1)
(0,9)
(0,0)
(9,9)
(18,0)
10
Multiple Choice
Pada persamaan (x-3)2+(y-2)2=16, pusat lingkarannya adalah..
11
Open Ended
APA YANG KAMU DAPATKAN SETELAH MEMPELAJARI MATERI INI?
By Eka Nurlia
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