What is physics primarily concerned with?
Physics is a quantitative science that measures various physical quantities during experiments.
What is required for a measurement?
A comparison with a standard measuring unit that is internationally accepted.
1/46
p.1
Introduction to Physics and Measurement

What is physics primarily concerned with?

Physics is a quantitative science that measures various physical quantities during experiments.

p.1
Fundamental Quantities and Units

What is required for a measurement?

A comparison with a standard measuring unit that is internationally accepted.

p.1
Fundamental Quantities and Units

What are fundamental quantities?

Physical quantities that do not depend on any other quantities for their measurements.

p.1
Fundamental Quantities and Units

How many fundamental quantities are there?

There are seven fundamental quantities.

p.1
Fundamental Quantities and Units

What are the seven fundamental quantities?

Length, mass, time, temperature, electric current, luminous intensity, and amount of substance.

p.1
Fundamental Quantities and Units

What is the SI unit for length?

Metre (m).

p.1
Fundamental Quantities and Units

What is the SI unit for mass?

Kilogram (kg).

p.1
Systems of Units: CGS, MKS, FPS, and SI

What does SI stand for?

System International.

p.1
Derived Quantities and Units

What are derived quantities?

Quantities that depend on some or all of the seven fundamental quantities.

p.1
Derived Quantities and Units

What is the SI unit of velocity?

Metres per second (m/s).

p.3
Measurement of Length and Distance

What was the standard for the metre based on in 1960?

The wavelength of orange-red light emitted by atoms of krypton.

p.2
Fundamental Quantities and Units

What is the definition of solid angle (dQ)?

The area of a portion of the surface of a sphere to the square of the radius of the sphere.

p.3
Parallax Method for Measuring Distances

Why can't the two eyes method be used for measuring distances to planets?

Because the distances of planets from the Earth are very large.

p.3
Parallax Method for Measuring Distances

What is parallax?

The apparent change in position of an object due to a change in the position of the observer.

p.5
Measurement of Large Distances to Stars

What is the angle subtended by points A and B at the position of a star?

AB/distance of the star from the Earth.

p.2
Fundamental Quantities and Units

What is the relationship between radians and degrees?

1 radian = 180/π degrees, approximately 57.297°.

p.2
Systems of Units: CGS, MKS, FPS, and SI

How should symbols for units be written?

They do not take plural form and should not contain full stops at the end.

p.5
Measurement of Time and the Second

What was used as a reference for the duration of one mean solar day?

The average time interval from one noon to the next noon.

p.3
Measurement of Length and Distance

What is the speed of light in vacuum?

299792458 m/s.

p.2
Systems of Units: CGS, MKS, FPS, and SI

What is the convention for writing the full name of a unit?

It should always start with a small letter, even if named after a person.

p.4
Measurement of Large Distances to Stars

What is the closest star to Earth?

The Sun.

p.5
Measurement of Small Distances: Atomic Scale

What is the unit used for measuring small distances in the SI system?

Fermi (1 fermi = 10^-15 m) and Angstrom (1 Å = 10^-10 m).

p.4
Parallax Method for Measuring Distances

What is the parallax angle in the context of measuring distances to a distant planet?

The angle LASB between the two directions along which the planet is viewed from two points.

p.2
Systems of Units: CGS, MKS, FPS, and SI

What is the significance of prefix symbols in units?

They are used before the symbol of the unit to create a new symbol that can be raised to a power of 10.

p.3
Measurement of Length and Distance

What is the SI unit used to measure length or distance?

Metre (m).

p.2
Fundamental Quantities and Units

How is the plane angle (d8) defined?

As the ratio of the length of an arc of a circle to the radius of the circle.

p.2
Systems of Units: CGS, MKS, FPS, and SI

What is the correct way to express the unit of acceleration?

As m/s² or m s⁻², but not m/s/s.

p.5
Measurement of Mass and the Kilogram Definition

What is the atomic mass unit (amu) defined in terms of?

The mass of a C-12 atom.

p.5
Measurement of Time and the Second

What is the SI unit of time?

The second (s).

p.2
Fundamental Quantities and Units

What are the two supplementary units in addition to the seven fundamental units?

Plane angle (d8) and solid angle (dQ).

p.3
Parallax Method for Measuring Distances

How can the distance of an object be determined using parallax?

By measuring the parallax angle and knowing the distance between the observer's eyes.

p.4
Measurement of Large Distances to Stars

What is an astronomical unit (AU)?

The mean distance between the center of the Earth and the center of the Sun.

p.5
Measurement of Mass and the Kilogram Definition

What was the previous definition of a kilogram based on?

A specific piece of platinum-iridium alloy.

p.3
Measurement of Length and Distance

How is a metre defined as of 1983?

As the length of the path travelled by light in vacuum during a time interval of 1/299792458 second.

p.2
Fundamental Quantities and Units

What is the unit of solid angle measured in?

Steradians (sr).

p.5
Measurement of Small Distances: Atomic Scale

What is the approximate wavelength of electrons in an electron microscope?

About 0.6 Å.

p.4
Measurement of the Size of a Planet or Star

What is the angular diameter of a planet?

The angle subtended by the diameter of the planet at a single point on Earth.

p.5
Measurement of Large Distances to Stars

What is the distance between two opposite points A and B along the Earth's orbit?

2 AU (Astronomical Units).

p.3
Parallax Method for Measuring Distances

What method is used to make simultaneous observations of an astronomical object?

Selecting two distant points on the Earth.

p.4
Measurement of Large Distances to Stars

How far is the next closest star from Earth?

4.29 light years.

p.4
Parallax Method for Measuring Distances

What is the relationship between the parallax angle (θ) and the distance (D) to a distant planet?

θ is approximately equal to AB/D, where AB is the length of the base and D is the radius.

p.5
Measurement of Mass and the Kilogram Definition

What is the new definition of a kilogram based on?

The magnitude of electric current.

p.4
Measurement of Small Distances: Atomic Scale

What tools are used to measure very small distances, such as the size of atoms?

Electron microscope or tunneling electron microscope.

p.5
Measurement of Large Distances to Stars

How is the diameter of the Earth calculated using the angle subtended at the moon?

Diameter = angle subtended × distance to the moon.

p.4
Measurement of the Size of a Planet or Star

How can the diameter of a planet be calculated?

Using the formula d = aD, where d is the diameter, a is the angular diameter, and D is the distance to the planet.

p.4
Measurement of Large Distances to Stars

What is a parsec?

The distance from which one astronomical unit subtends an angle of one arcsecond.

Study Smarter, Not Harder
Study Smarter, Not Harder