# '2 cm' presentation slideshows

## The Pythagorean Theorem

c. a. b. The Pythagorean Theorem. a 2 + b 2 = c 2. OR. a 2 = c 2 – b 2. Which side is the hypotenuse?. The right angle points to the hypotenuse. It’s the side labelled “c”. c. 6. 8. When calculating the hypotenuse, we add the area of the squares of the other two sides.

By Renfred
(260 views)

## The Law

The Law. of SINES. The Law of SINES. For any triangle (right, acute or obtuse), you may use the following formula to solve for missing sides or angles:. Use Law of SINES when. AAS - 2 angles and 1 adjacent side ASA - 2 angles and their included side SSA (this is an ambiguous case).

By Pat_Xavi
(209 views)

## ESAP-ITE 2019 Slide Deck

ESAP-ITE 2019 Slide Deck. ADRENAL. ITE 2019 Question 3.

By Olivia
(528 views)

## What Is Everything Made of?

What Is Everything Made of?. If it has mass and volume it’s…. MATTER!. Examples of Matter. What Is Not Matter. Energy (heat, light, electricity, etc). Forces (gravity magnetism and the nuclear forces) Space itself is a 3-D “fabric” but not matter. Law of Conservation of Mass.

(151 views)

## DENSITY

DENSITY. THE AMOUNT OF MATTER IN A GIVEN VOLUME. Density does not change with. A block has a length of 8 cm, A width of 4 cm, and a height of 2 cm. changes in size or shape. What does that mean?? If you cut the matter into pieces each piece will have the same density. 4 cm. 2 cm.

By niabi
(299 views)

## Measurement

A simple definition of physics is “the science of measurement”. Measurement. Since the formal practice of Science began, Scientists have needed a way to both record & share their findings with the world. World Scientists agreed that a single set of units were needed

By tawana
(461 views)

## 1-5

1-5. Using Formulas in Geometry. Warm Up. Lesson Presentation. Lesson Quiz. Holt McDougal Geometry. Holt Geometry. Warm Up Evaluate. Round to the nearest hundredth. 1. 12 2 2. 7.6 2 3. 4. 5. 3 2 () 6. (3) 2. 144. 57.76. 8. 7.35. 28.27. 88.83. Objective.

By montgomery
(149 views)

## Area of a Parallelogram

Area of a Triangle. and. Area of a Parallelogram. Polygons. Today we are going to find the Area of Parallelograms and the Area of Triangles. Polygons. Area. The number of square units that are needed to cover the surface of a figure. Polygon. Any straight-sided closed plane figure.

By marenda
(318 views)

## 10-7

10-7. Volume of Pyramids and Cones. Warm Up. Lesson Presentation. Lesson Quiz. Holt Geometry. Warm Up Find the volume of each figure. Round to the nearest tenth, if necessary. 1. a square prism with base area 189 ft 2 and height 21 ft

By tate
(193 views)

## Unit 1- Scientific Measurement/ Matter and Energy

Unit 1- Scientific Measurement/ Matter and Energy. Let’s get our minds in chemistry mode! Find the pattern. https://www.youtube.com/watch?v=vJG698U2Mvo. Find the pattern…. _ _ T T F F S S E _ _ E T T F F S S E _ _. Last one….

(123 views)

## LHCf: installation & commissioning

LHCf: installation & commissioning. Short introduction about LHCf Status of the detectors Status of the Arm1 installation. Measurement of Photons and Neutral Pions in the Very Forward Region of LHC. Oscar Adriani

By ovid
(117 views)

## 10-7

10-7. Volume of Pyramids and Cones. Warm Up. Lesson Presentation. Lesson Quiz. Holt McDougal Geometry. Holt Geometry. Warm Up Find the volume of each figure. Round to the nearest tenth, if necessary. 1. a square prism with base area 189 ft 2 and height 21 ft

By denton
(131 views)

## Area Of Composite Shapes

Area Of Composite Shapes. Lets Review Area of Shapes. Area of Compound Shapes. 4m. Diagrams Not to scale. 4m. 3m. 3m. 16 m 2. 9 m 2. Area = 4 x 4 + 3 x 3 = 16 + 9 = 25 m 2. 6 cm. 6 cm. 2 cm. 2 cm. 4 cm. 4 cm. 12 cm. 12 cm. 8 cm. 8 cm. 4 cm. 4 cm. 2 cm. 2 cm. 8 cm 2.

By nibal
(915 views)

By javen
(429 views)

## Cáncer de mama

Cáncer de mama. Cáncer de mama. Miriana Durán Parra Asesora: Dra Elly Guerrero Coordinadora: Dra Paola Iturralde. Miriana Durán Parra Coordinado por Dra Elly Guerrero. Anatomía. ARTERIAL Mamaria interna, externa e intercostales VENOSO Mamaria interna, axilar e intercostales

By landis
(554 views)

## JUUGEND JA SÜMBOLISM

JUUGEND JA SÜMBOLISM. ODILON REDON. Buddha 1905 98/73 pastell. ODILON REDON. Ophelia 1900-1905 50/67 pastell. ODILON REDON. Kaks noort tüdrukut lillede keskel 1905-1912 Õli lõuendil. AUBREY BEARDSLEY. Kujundus O. Wilde’i “Salomele” (esikaas) 1907. AUBREY BEARDSLEY.

By howell
(115 views)

## Surrealism

Surrealism. William V. Ganis, PhD. Pittura Metafisica (Metaphysical Painting). Giorgio De Chirico The Great Metaphysician 1917 oil on canvas 41 1/8 x 27 1/2 in. Giorgio De Chirico The Melancholy and Mystery of a Street 1914 oil on canvas 34 1/4 x 28 1/4 in. Giorgio De Chirico

By dooley
(208 views)

## The Cosine Law

6.6 Adjusting the Pythagorean Theorem. C. c 2 = a 2 + b 2. b. a. The Cosine Law. c. B. A. 5. 3. 4. We start with a rope 12 units long. Units are marked. We form the following figure. A right angle is formed. 3, 4, 5 is a Pythagorean Triple.

By chung
(283 views)

## FREQUENCY CHARACTERISTICS: A SOURCE OF INFORMATION IN PHOTOACOUSTICS

FREQUENCY CHARACTERISTICS: A SOURCE OF INFORMATION IN PHOTOACOUSTICS. Mirosław Maliński Department of Electronics and Computer Studies Technical Univeristy of Koszalin, Poland. Contents. Introduction Multilayer optically opaque systems Optically semitransparent systems

By haracha
(117 views)

## Surface Area and Volume

Surface Area and Volume. CLMS. Formulas V=B*h or V= l*w*h (Prisms) V=1/3Bh or B*h/3 (Pyramids) SA=2lw + 2lh + 2wh (Prisms). Surface Area and Volume. CLMS. Directions:

By omar
(298 views)

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