Physics 1121 Quiz 1 (part 2) Flashcards

1
Q

Quantum Mechanics

A

This type of mechanics describes the motion of extremely small atomic and sub-atomic particles that have extremely small mass

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2
Q

What are quantum mechanics and relativistic mechanics known as?

A

Modern Physics

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3
Q

Significant Figures

A

the number of digits deemed important for expressing a certain quantity. Count all non-zero digits and count all zero digits between the non-zero digits
- Addition & Subtraction – round to the same number of decimal places as the entry with the least number of decimal places.
-Multiplication & Division - round to the same number of digits as the entry with the least number of significant figures.

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4
Q

Exponent rules

A

Multiplication: add exponents
Division: Subtract exponents
Raising to a power: multiply exponents
Negative exponents: Make positive by flipping the problem (EX: 10^-2 = 1/10^2)
10^0 = 1

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5
Q

Line graph

A

shows how one value is affected by another value

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6
Q

Slope

A

Rise/run

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7
Q

Mathematical Relationships

A

describe how one variable is affecting the other variable.

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8
Q

4 types of mathematical relationships

A

Direct or Linear
Inverse
Exponential or Logarithmic
Inverse Square

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9
Q

Direct or Linear

A

as one value changes, the other changes in direct proportion.
EX: mAs and quantity of xrays

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10
Q

Inverse Relationship

A

as one value increases, the other value will decrease by the same amount.

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11
Q

Exponential or logarithmic relationship

A

one value will increase by linear numbers while the other value changes exponentially.
EX: kVp and quantity of xrays

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12
Q

Inverse Square

A

one value increases linearly while the other value decreases exponentially
EX: SID and quantity of xrays

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13
Q

Fundamental Units or Base Quantities

A

most basic units of measurement that do not depend on any other unit and upon which all others are derived.

There are 3 original fundamental units in the MKS and CGS system and 7 in the SI system.

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14
Q

Derived Units

A

all other units that are derived from the fundamental units.

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