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Klinik_ Apotek Onlin 085657271886 Solusi Menggugurkan Masalah Kehamilan Anda Jual Obat Aborsi Asli KLINIK ABORSI TERPEECAYA _ Jual Obat Aborsi Cytotec Misoprostol Asli 100% Ampuh Hanya 3 Jam Langsung Gugur || OBAT PENGGUGUR KANDUNGAN AMPUH MANJUR OBAT ABORSI OLINE" APOTIK Jual Obat Cytotec, Gastrul, Gynecoside Asli Ampuh. JUAL ” Obat Aborsi Tuntas | Obat Aborsi Manjur | Obat Aborsi Ampuh | Obat Penggugur Janin | Obat Pencegah Kehamilan | Obat Pelancar Haid | Obat terlambat Bulan | Ciri Obat Aborsi Asli | Obat Telat Bulan | Pil Aborsi Asli | Cara Menggugurkan Konten | Cara Aborsi Tuntas | Harga Obat Aborsi Asli | Pil Aborsi | Jual Obat Aborsi Cytotec | Cara Aborsi Sendiri | Cara Aborsi Usia 1 Bulan | Cara Aborsi Usia 2 Tahun | Cara Aborsi Usia 3 Bulan | Obat Aborsi Usia 4 Bulan | Cara Abrasi Usia 5 Bulan | Cara Menggugurkan Konten | Kandungan Obat Penggugur | Cara Menghitung Usia Konten | Cara Mengatasi Terlambat Bulan | Penjual Obat Aborsi Asli | Obat Aborsi Garansi | Kandungan Obat Peluntur | Obat Telat Datang Bulan | Obat Telat Haid | Obat Aborsi Paling Murah | Klinik Jual Obat Aborsi | Jual Pil Cytotec | Apotik Jual Obat Aborsi | Kandungan Dokter Abrasi | Cara Aborsi Cepat | Jual Obat Aborsi Bergaransi | Jual Obat Cytotec Asli | Obat Aborsi Aman Manjur | Obat Misoprostol Cytotec Asli. "APA ITU ABORSI" “Aborsi Adalah dengan membendung hormon yang di perlukan untuk mempertahankan kehamilan yaitu hormon progesteron, karena hormon ini dibendung, maka jalur kehamilan mulai membuka dan leher rahim menjadi melunak,sehingga mengeluarkan darah yang merupakan tanda bahwa obat telah bekerja || maksimal 1 jam obat diminum || PENJELASAN OBAT ABORSI USIA 1 _7 BULAN Pada usia kandungan ini, pasien akan merasakan sakit yang sedikit tidak berlebihan || sekitar 1 jam ||. namun hanya akan terjadi pada saatdarah keluar merupakan pertanda menstruasi. Hal ini dikarenakan pada usiakandungan 3 bulan,janin sudah terbentuk sebesar kepalan tangan orang dewasa. Cara kerja obat aborsi : JUAL OBAT ABORSI AMPUH dosis 3 bulan secara umum sama dengan cara kerja || DOSIS OBAT ABORSI 2 bulan”, hanya berbedanya selain mengisolasijanin juga menghancurkan janin dengan formula methotrexate dikandungdidalamnya. Formula methotrexate ini sangat ampuh untuk menghancurkan janinmenjadi serpihan-serpihan kecil akan sangat berguna pada saat dikeluarkan nanti. APA ALASAN WANITA MELAKUKAN ABORSI? Aborsi di lakukan wanita hamil baik yang sudah menikah maupun belum menikah dengan berbagai alasan , akan tetapi alasan yang utama adalah alasan-alasan non medis (termasuk aborsi sendiri / di sengaja/ buatan] MELAYANI PEMESANAN OBAT ABORSI SETIAP HARI, SIAP KIRIM KESELURUH KOTA BESAR DI INDONESIA DAN LUAR NEGERI. HUBUNGI PEMESANAN LEBIH NYAMAN VIA WA/: 085657271886
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2) exponential growth and decay
1.
Exponential functions To explore
the properties of exponential functions and their graphs. To understand the nature and behavior of exponential growth and decay. To solve problems leading to exponential equations
2.
Exponential Functions In an exponential function the unknown appears in the exponent like in: f(x)= 2x
3.
Plot the graph
of y = 2x for 5 ≤ x ≤ 5
4.
Exponential Functions In this graph as x gets larger positive values, the y values get very large, it approaches to infinity For larger negative values of x, the y values get smaller, approaching to zero. But it never reaches zero. We say that the xaxis is an asymptote to the graph
5.
Plot the graph
of y = 2x for 5 ≤ x ≤ 5 always increasing always positive asymptote: y-intercept:
6.
On GDC explore the graphs of: g (x) = 3 x h(x) = 4 x f (x) = 2 x y=2xy=3xy=4x y- intercept: asymptote:
7.
Plot the graph of always decreasing always positive asymptote: y-intercept: Note:
can be written as
8.
Conclusions: y = a x ,a > 1 Exponential growth Asymptote:
y = 0 y- intercept: (0, 1 ) the graph is above the x-axis as in y = 2x
9.
Conclusions: y = a x ,0 < a <1 Exponential decay Asymptote:
y = 0 y- intercept: (0, 1 ) the graph is above the x-axis
10.
Exponential functions can be used to model real life situations as: growing of an investment, of a tumor, of a population,etc.
11.
The number of bacteria in a culture, N, is modelled by the function: N = 1000 x 20.2t , t≥ 0 where t is measured in days. • Find the initial number of bacteria in the culture. •
Find the number of bacteria after 5 days. • How long does it take for the number of bacteria to grow to 4000? 1000 2000 10 days • Use your GDC to plot the graph of N(t).
12.
Mexico's population is increasing at a rate of 2 % per year. Calculate how long will it take for Mexico's population to double.
13.
In Nigeria the population is increasing at a rate of 6.2 % per year. Calculate how long will it take for Nigeria's population to double.
14.
The temperature T, in degrees Celsius, of a cooling liquid is modelled by the equation: T = 24 +72 (0.6)3t where t is the time in minutes after the cooling begins. a) What is the initial temperature of the liquid? b) Find the temperature of the liquid after 2 min. c) How long does it take for the liquid to cool to 26o C? d) What temperature does the model predict the liquid will eventually reach?
15.
We have been working with examples of exponential growth and decay and we used different bases, bases like 10 and 2 are commonly used for modelling certain applications. However the most important base is an irrational number denoted with the letter "e". ( e≈2.71828)
16.
Do you remember the formula to calculate compound interest? A : future value C: initial value r: rate of interest n : number of periods
17.
we are going to study what happens when we compound the interest continuously we can write r as a decimal , then the formula will be:
18.
If we compound the interest twice a year the formula will be: To simplify this study, let's make r =1, C=1
19.
If we compound the interest three times a year the formula will be: If we compound the interest twelve times a year the formula will be: we can continue to compound the interest daily, minutely, secondly...
20.
Use the menu table in your calculator to complete: compounding n annual semiannual quaterly monthly daily hourly every minute every second 1 2 4 12 365 8 760 525 600 31 536 000 2 2.25 2.4414... 2.613035... 2.714567... 2.718126... 2.71827921.. 2.71828247..
21.
Now move to the graph menu and plot the graph of we say that this function tends to number e
22.
We say that the expression tends to e: The irrational number
e ( Euler's number) http://torus.math.uiuc.edu/eggmath/Expon/numbere.html http://abcnews.go.com/Technology/WhosCounting/story?id=99501&page=1
23.
There are many real situations of continuous change, to model them the most suitable function is Use your calculator to draw these functions. continuous growth continuous decay
24.
Use your GDC to draw the exponential function: In real life, the growth of bacteria and other natural phenomena such as population growth follow an exponential model.
25.
Solve the equation: But e is just a number, so it can be used as any other Use your calculator to find: e2 2e 1 e2
26.
Solve the equation:
27.
Solve the equation:
28.
Solve worksheet exponential equations Book page 48, Ex 2B and page 51 Ex 2C Exponential Equations and Functions 2014.docx
29.
Attachments Exponential Equations and Functions 2014.docx
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