Autisme adalah gangguan pada otak yang menyebabkan terhambat perkembangan sosial dan komunikasi pada anak, dengan ciri utama kesulitan berinteraksi dan pola perilaku repetitif. Penanganannya meliputi Applied Behavior Analysis, terapi biomedis, dan integrasi sensorik.
Karya ilmiah ini membahas tentang tanaman pare yang dapat dijadikan sebagai obat diabetes mellitus secara alami. Pare mengandung berbagai kandungan kimia seperti saponin, flavonoid, dan polifenol yang bermanfaat untuk menurunkan kadar gula darah. Selain itu, karya ini juga menjelaskan cara penggunaan, jenis, dan khasiat pare dalam pengobatan diabetes.
Kerajaan Kalingga didirikan pada tahun 732 M di Jawa Tengah dengan Sanjaya sebagai raja pertamanya. Kerajaan ini bercorak Hindu dan berpusat di daerah Jepara sekarang. Kalingga awalnya dipimpin oleh Ratu Sima pada tahun 674-675 M dengan pemerintahan yang ketat dan disiplin. Kerajaan ini mempunyai hasil bumi seperti kulit penyu, emas, perak, dan menganut agama Buddha aliran Hinayana.
Dokumen tersebut merangkum latar belakang, ide, dan persiapan Konferensi Asia Afrika tahun 1955. Konferensi ini diadakan untuk membahas masalah-masalah bersama negara-negara Asia dan Afrika serta mempromosikan kerja sama antarnegara. Ide konferensi muncul setelah pertemuan di Kolombo tahun 1954 dan dipersiapkan melalui serangkaian pertemuan di Bogor dan New Delhi.
Autisme adalah gangguan pada otak yang menyebabkan terhambat perkembangan sosial dan komunikasi pada anak, dengan ciri utama kesulitan berinteraksi dan pola perilaku repetitif. Penanganannya meliputi Applied Behavior Analysis, terapi biomedis, dan integrasi sensorik.
Karya ilmiah ini membahas tentang tanaman pare yang dapat dijadikan sebagai obat diabetes mellitus secara alami. Pare mengandung berbagai kandungan kimia seperti saponin, flavonoid, dan polifenol yang bermanfaat untuk menurunkan kadar gula darah. Selain itu, karya ini juga menjelaskan cara penggunaan, jenis, dan khasiat pare dalam pengobatan diabetes.
Kerajaan Kalingga didirikan pada tahun 732 M di Jawa Tengah dengan Sanjaya sebagai raja pertamanya. Kerajaan ini bercorak Hindu dan berpusat di daerah Jepara sekarang. Kalingga awalnya dipimpin oleh Ratu Sima pada tahun 674-675 M dengan pemerintahan yang ketat dan disiplin. Kerajaan ini mempunyai hasil bumi seperti kulit penyu, emas, perak, dan menganut agama Buddha aliran Hinayana.
Dokumen tersebut merangkum latar belakang, ide, dan persiapan Konferensi Asia Afrika tahun 1955. Konferensi ini diadakan untuk membahas masalah-masalah bersama negara-negara Asia dan Afrika serta mempromosikan kerja sama antarnegara. Ide konferensi muncul setelah pertemuan di Kolombo tahun 1954 dan dipersiapkan melalui serangkaian pertemuan di Bogor dan New Delhi.
This document discusses trigonometric ratios and solving trigonometric equations. It provides the definitions of sine, cosine, and tangent ratios relating the opposite, adjacent, and hypotenuse sides of a right triangle. An example problem is worked through to solve for the unknown side of a triangle using the sine ratio, substituting known values and rearranging the equation by multiplying both sides by the variable. A second example is presented using the tangent ratio to solve another trigonometric equation for the unknown side.
This document discusses trigonometric ratios and solving trigonometric equations. It provides the definitions of sine, cosine, and tangent ratios relating the opposite, adjacent, and hypotenuse sides of a right triangle. An example problem is worked through to solve for the unknown side of a triangle using the sine ratio, substituting known values and rearranging the equation by multiplying both sides by the variable. A second example is presented using the tangent ratio to solve another trigonometric equation for the unknown side.
The document is a mathematics PowerPoint presentation by Eric Zhao about trigonometry. It introduces trigonometric functions like sine, cosine, and tangent and how they relate to right triangles. It explains how to use trigonometric ratios to solve for unknown sides and angles of right triangles. It also covers the Law of Sines and Law of Cosines for solving oblique triangles. The presentation provides examples of solving different types of triangles and converting between degrees and radians.
The document lists 12 common colors in three languages - Indonesian, French masculine, and French feminine. For each color, it provides the word for that color in Indonesian in the first column, French masculine in the second column, and French feminine in the third column.
The document discusses projectile motion, providing equations and diagrams to analyze the trajectory, time, range, maximum height, and final velocity of objects projected either horizontally or at an angle. Key points covered include:
- Horizontal projection results in a parabolic trajectory with the total time, horizontal range, and final velocity dependent on the initial height and velocity.
- Angled projection also follows a parabolic trajectory, with the total time and horizontal range maximized at a launch angle of 45 degrees. The maximum height reached depends only on the initial velocity and launch angle.
This document outlines the topics, objectives, materials, and methods for a 2-hour physics course on projectile motion. The course will analyze two-dimensional particle motion, including linear, parabolic, and circular trajectories using vector analysis. Students will learn about constant velocity and acceleration motion, and apply these concepts to solve problems involving range, maximum height, and time of flight for horizontally-launched projectiles. Sample problems will be worked through, such as calculating the time, height, and range for a bullet shot at an angle. Students will complete exercises to practice applying these concepts.
Ringkasan dokumen tersebut adalah: (1) dokumen tersebut membahas kasus seorang wanita bernama Fita yang mengalami kesulitan dalam memahami informasi dan mengingat informasi baru, (2) dokumen tersebut menjelaskan proses memori dari register sensorik hingga memori jangka panjang serta model tiga kotak memori, dan (3) dokumen tersebut memberikan tips untuk mengingat informasi dengan baik melalui penyandian yang efektif dan
This document discusses trigonometric ratios and solving trigonometric equations. It provides the definitions of sine, cosine, and tangent ratios relating the opposite, adjacent, and hypotenuse sides of a right triangle. An example problem is worked through to solve for the unknown side of a triangle using the sine ratio, substituting known values and rearranging the equation by multiplying both sides by the variable. A second example is presented using the tangent ratio to solve another trigonometric equation for the unknown side.
This document discusses trigonometric ratios and solving trigonometric equations. It provides the definitions of sine, cosine, and tangent ratios relating the opposite, adjacent, and hypotenuse sides of a right triangle. An example problem is worked through to solve for the unknown side of a triangle using the sine ratio, substituting known values and rearranging the equation by multiplying both sides by the variable. A second example is presented using the tangent ratio to solve another trigonometric equation for the unknown side.
The document is a mathematics PowerPoint presentation by Eric Zhao about trigonometry. It introduces trigonometric functions like sine, cosine, and tangent and how they relate to right triangles. It explains how to use trigonometric ratios to solve for unknown sides and angles of right triangles. It also covers the Law of Sines and Law of Cosines for solving oblique triangles. The presentation provides examples of solving different types of triangles and converting between degrees and radians.
The document lists 12 common colors in three languages - Indonesian, French masculine, and French feminine. For each color, it provides the word for that color in Indonesian in the first column, French masculine in the second column, and French feminine in the third column.
The document discusses projectile motion, providing equations and diagrams to analyze the trajectory, time, range, maximum height, and final velocity of objects projected either horizontally or at an angle. Key points covered include:
- Horizontal projection results in a parabolic trajectory with the total time, horizontal range, and final velocity dependent on the initial height and velocity.
- Angled projection also follows a parabolic trajectory, with the total time and horizontal range maximized at a launch angle of 45 degrees. The maximum height reached depends only on the initial velocity and launch angle.
This document outlines the topics, objectives, materials, and methods for a 2-hour physics course on projectile motion. The course will analyze two-dimensional particle motion, including linear, parabolic, and circular trajectories using vector analysis. Students will learn about constant velocity and acceleration motion, and apply these concepts to solve problems involving range, maximum height, and time of flight for horizontally-launched projectiles. Sample problems will be worked through, such as calculating the time, height, and range for a bullet shot at an angle. Students will complete exercises to practice applying these concepts.
Ringkasan dokumen tersebut adalah: (1) dokumen tersebut membahas kasus seorang wanita bernama Fita yang mengalami kesulitan dalam memahami informasi dan mengingat informasi baru, (2) dokumen tersebut menjelaskan proses memori dari register sensorik hingga memori jangka panjang serta model tiga kotak memori, dan (3) dokumen tersebut memberikan tips untuk mengingat informasi dengan baik melalui penyandian yang efektif dan
1. EXERCICES
ADJECTIF QUALIFICATIFS
Lisez les transcriptions suivants et devinez qui est-ce!
a. Alex est blond;il est mince et taille moyenne;il est espagnol.
b. Masako est brune;elle est mince et grande;elle est japonaise
c. Fred est brun;il est mince et grand;il est francais
d. Linda est blonde;elle est mince et petite;elle est bresilienne
e. Lisa est rousse;elle est grosse et grande;elle est americaine
D’apres la transcription, qui correspond a la description suivante?
La personne n’est pas grosse, n’est pas petite, n’est pas blonde et
n’est pas europeenne?
C’est …………………………………………………………………
1
2. Reliez MASCULIN - FEMININ
1.
2.
3.
4.
5.
6.
7.
8.
9.
10.
11.
12.
13.
Gros
Beau
Gris
Bon
Jeune
Difficile
Haut
Etroit
Grand
Blanc
Rouge
Long
Vieux
a.
b.
c.
d.
e.
f.
g.
h.
i.
j.
k.
l.
m.
Longue
Blanche
Jeune
Grande
Haute
Etroite
Rouge
Vieille
Belle
Grise
Difficile
Grosse
Bonne 2
4. Completez avec les verbes AVOIR ou
ETRE
1.
2.
3.
4.
5.
6.
Vous ……………..en France
Je ……………..professeur
Il ……………..32 ans
M et Mme. Dubois ………….deux enfants
Ils ne …………….pas tres grands
Elle ………………assez jolie
Ecrire le sujet!
1.
2.
3.
4.
………..etes a Paris
………..est blond
………..es assis
………..suis chauffeur de taxi
4