# '10 24 kg' presentation slideshows

## Universal Gravitation

Universal Gravitation. Gravity Law of Universal Gravitation Inverse-Square Law Extraterrestrial Gravity Objects in Circular Orbit Geosynchronous Orbits Our bodies in microgravity Interplanetary Travel. Gravity is everywhere. Gravity is present wherever there is matter

By wright
(137 views)

## PHY093 Physics 1

PHY093 Physics 1. Introduction. Physics (Giancoli). The most basic of the sciences Deals with behavior and structure of matter Usually divided into (a) classical physics : motion, fluids, heat, sound, light, electricity and magnetism

By princess
(79 views)

## Newton’s 2 nd & 3 rd Laws

Newton’s 2 nd & 3 rd Laws. A couple things to keep straight. Mass = the amount of “stuff” something is made of. Weight = the measure of the force of gravity on an object. A couple of things to remember. You can use Newton’s 2 nd Law to solve for weight.

By miya
(73 views)

## Cavendish Experiment

Cavendish Experiment. Presented by Mark Reeher. Lab Partner: Jon Rosenfield For Physics 521. Presentation Overview. Historical Background Theory Experimental Setup and Methods Results Analysis of Results Uncertainties Conclusions. Brief Timeline of Gravitational Physics.

By damali
(221 views)

## Newton’s 2 nd & 3 rd Laws

Newton’s 2 nd & 3 rd Laws. A couple things to keep straight. Mass = the amount of “stuff” something is made of. Weight = the measure of the force of gravity on an object. A couple of things to remember. You can use Newton’s 2 nd Law (F=ma) to solve for weight.

By olin
(56 views)

## Newton’s 2 nd & 3 rd Laws

Newton’s 2 nd & 3 rd Laws. A couple things to keep straight. Mass = the amount of “stuff” something is made of. Weight = the measure of the force of gravity on an object. A couple of things to remember. You can use Newton’s 2 nd Law (F=ma) to solve for weight.

By ayanna
(80 views)

## Detecting Transits of Extrasolar Planets and their Moons

Detecting Transits of Extrasolar Planets and their Moons. Alea Smith Advisor: Dr. Bill Romanishin. Outline. Background What is an Extrasolar planet? Motivation Detection Methods TrES-3b Detecting Moons Results Conclusion. What is an Extrasolar planet?. Extrasolar planet (Exoplanet)

By cirila
(141 views)

## Mass Relationships in Chemical Reactions

Mass Relationships in Chemical Reactions. Chapter 3. 화학양론. 원자질량 Avogadro 수와 몰질량 분자질량 질량분석기 화합물의 조성백분율 실험식 구하기 화학반응과 반응식 반응물과 생성물의 양 한계반응물 반응의 수득률. Micro World atoms & molecules. Macro World grams. Atomic mass is the mass of an atom in atomic mass units (amu). By definition:

By navid
(261 views)

## Newton’s Law of Universal Gravitation

Newton’s Law of Universal Gravitation. Formula and Explanation. Newton’s Law of Universal Gravitation. To calculate the force of gravitation F = G m 1 m 2 d 2

By treva
(319 views)

## Physics 1710 Chapter 2 Motion in One Dimension

Physics 1710 Chapter 2 Motion in One Dimension. V = C 3 /8π 2 = 1.x10 21 m 3. Cold Start-Quiz: What is the density of the Earth? M  = 6 x 10 24 kg. ρ = M/V = 6.x10 24 kg/1.x10 21 m 3 ρ = 6.x10 3 kg/ m 3 ρ = 6. kg/ liter = 6. g/ml. 40 000 000 m.

By wylie-mathews
(108 views)

## Circular Motion Kinematics Centripetal Acceleration

Circular Motion Kinematics Centripetal Acceleration. An object moving in a circle is accelerating. Accelerating objects are objects which are changing their velocity - either the speed (i.e., magnitude of the velocity vector) or the direction.

By russell-lloyd
(131 views)

## Circular Motion Kinematics Centripetal Acceleration

Circular Motion Kinematics Centripetal Acceleration. v 1. v = v 2 + ( -v 1 ). Triangles in the same proportion. l. v. v 2. v 2. v. r. r. . . -v 1.

By fiona-foreman
(166 views)

## Standard Index Form

Standard Index Form. What is standard index form and why do we use it?. It’s a way of writing either very big numbers or very little numbers. Without standard form, imagine how long it would take to write down or even pronounce these numbers…. A billion…. 1,000,000,000. A trillion

By benjamin-barber
(607 views)

## Circular Motion Kinematics Centripetal Acceleration

Circular Motion Kinematics Centripetal Acceleration. v 1. v = v 2 + ( -v 1 ). Triangles in the same proportion. l. v. v 2. v 2. v. r. r. . . -v 1.

By mckenzie-may
(87 views)

## PHY093 Physics 1

PHY093 Physics 1. Introduction. Physics (Giancoli). The most basic of the sciences Deals with behavior and structure of matter Usually divided into (a) classical physics : motion, fluids, heat, sound, light, electricity and magnetism

By fay-christian
(174 views)

## Objectives

Section 2 Gravity. Chapter 11. Objectives. Explain that gravitational force becomes stronger as the masses increase and rapidly becomes weaker as the distance between the masses increases.

By fallon-sanford
(95 views)

## Electric fields around point charges

Electric fields around point charges. Away from positive. Toward negative. Direction of E field is:. Fields around points of mass or charge. a, b, c are points, Q is a charge. Example: What is the electric field 2.0 m to the right of a -21 μ C charge?. 47,000 N/C left. A. C.

By williamswillie
(5 views)

## Newton’s Law of Universal Gravitation

Newton’s Law of Universal Gravitation. Isaac Newton. 1666, England (45 years after Kepler). Questions. If the planets are orbiting the sun , what force is keeping them in orbit? What force keeps the moon in its orbit? Could the force of gravity be universal?.

By pstratton
(0 views)

## Physics 1710 Chapter 2 Motion in One Dimension

Physics 1710 Chapter 2 Motion in One Dimension. V = C 3 /8π 2 = 1.x10 21 m 3. Cold Start-Quiz: What is the density of the Earth? M  = 6 x 10 24 kg. ρ = M/V = 6.x10 24 kg/1.x10 21 m 3 ρ = 6.x10 3 kg/ m 3 ρ = 6. kg/ liter = 6. g/ml. 40 000 000 m.

By vanw
(0 views)

## Newton’s Law of Universal Gravitation

Newton’s Law of Universal Gravitation. Physics Mrs. Coyle. Isaac Newton. 1666, England (45 years after Kepler). Questions. If the planets are orbiting the sun , what force is keeping them in orbit? What force keeps the moon in its orbit? Could the force of gravity be universal?.

By jspeck
(0 views)

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