Ibong Tiririt Math 4 Flashcards

1
Q

Acid Test Ratio

A

Current Assets (exclusive of inventory) / Total Current Liabilities

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2
Q

Energy required to move 1 Coulomb of Charge through an element

A

Voltage

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3
Q

number sequence where the Succeeding Term is Obtained by Adding the Last Pair of Preceding Terrms (1,2,3,5,8…)

A

Fibonacci Number

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4
Q

Roots of an Equation are ZERO

A

Trivial Solutions

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5
Q

Process of Expressing a polynomial as the Product of Another Polynomial or Monomial of Lower Degree

A

Factoring

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6
Q

Point where the concavity of a curve changes / When the Slope is Neither Increasing nor Decreasing

A

Point of Inflection

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7
Q

Axis of Hyperbola that passes through the Center, Foci, and Vertices

A

Transverse Axis

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8
Q

Electricity: Rate of Charge Flow

A

Current

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9
Q

a Number: could NOT be Expressed as Quotient of Two Integers

A

Irrational

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10
Q

“The Voltage (V), across a resistor is Directly Proportional to the Current (I), flowing through the resistor.”

A

Ohm’s Law

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11
Q

Angle that is Greater than 180 degrees, but Less than 360 degrees

A

Reflex

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12
Q

Electric Circuits: “The algebraic Sum of Currents Entering a node (or a closed boundary) is Zero.”

A

Kirrchoff’s Current Law

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13
Q

Opposite of Prefix nano?

A

Giga

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14
Q

Triangle having Three Unequal Sides

A

Scalene

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15
Q

“The algebraic Sum of all Voltages Around a Closed Path (or loop) is Zero.”

A

Kirrchoff’s Voltage Law

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16
Q

Distance of a point From the y-axis

A

Abscissa

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17
Q

Ability of an object to RESIST the Flow of Current

A

Resistance

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18
Q

Reciprocal of Resistance

A

Conductance

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19
Q

SI Unit of Conductance

A

Siemens

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20
Q

Equivalent of 1 Ampere

A

1 Coulomb / second

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21
Q

Measure of Central Tendency defined as the Most Frequent score

A

Mode

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22
Q

1 mil

A

0.001 inch

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23
Q

Case of a Solution of a plane Triangle: where the Given Data Leads to Two Solutions

A

Ambiguous Case

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24
Q

Polygon: Each Interior Angle must be Less Than / Equal to 180 degrees; All Vertices ‘point outwards’ away from the interior

A

Convex Polygon

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25
Line Segment From the Center of a regular Polygon to the Midpoint of a Side; aka Inradius - Radius of an Incircle
Apothem
26
Method of Describing a Set: Elements are separated by Commas and enclosed by Braces
Tabular / Roster Form
27
Series of Equal Payments occurring at Equal Intervals of time; First payment is made after Several Periods, After the Beginning of the payment
Deferred Annuity
28
amount of a property in which a willing Buyer Will Pay to a willing seller For the Property when Neither one is Under the Compulsion to buy or sell
Market Value
29
Negotiation of wage rates, conditions of employment, etc. by Representatives of the Labor Force and Management
Collective Bargaining
30
Type of Bond: guaranty is IN LIEU on Railroad Equipment
Infrastructure Bond
31
Type of Bond: Corporation's Owner Name is Recorded and the Interest is Paid Periodically to the owners with their asking for it
Registered Bond
32
Integral of any quotient whose Numerator is the Differential of the Denominator (dx / x)
Logarithm
33
Formula Used to compute the value of n factorial (n!), where n is large number
Stirling's Approximation
34
Reason why Ivory Soap Floats in Water
SG of Ivory Soap is Less than of water
35
Two Planes Intersect with each other, the amount of divergence between the two planes is expressed by measuring the
Dihedral Angle
36
Output / Sales at which Income is Insufficient to equal Operating Cost
Break-even Point
37
Estimate of Asset's Net Market Value at the End of its Estimated Life
Salvage Value
38
Lessening of the Value of an Asset due to a Decrease in Quantity Available
Depletion
39
Present Worth of all Depreciation over the economic life of the item
Depreciation Recovery
40
Cylinder with Elliptical Cross Section
Cylindroid
41
Line y = mx + b slopes downwards from left to right, the slope is:
Less than Zero
42
"Whenever a net Force acts on a Body, it produces Acceleration in the direction of the Resultant Force, an acceleration which is Directly Proportional to the Resultant Force and Inversely Proportional to the Mass of the body."
Newton's Second Law of Motion
43
Newton's Law of Motion: Rate of Change of Momentum with respect to Time
Force
44
Product of its Mass (m), and Velocity (V)
Momentum
45
Loss of Weight of a body Submerged in a fluid is:
Equal to the weight of the Fluid Displaced
46
NOT a theorem on limits
Limit of the DIFFERENCE of several functions is equal to the difference of their limits
47
A homogeneous, flexible cord is held at the two ends and allowed to Sag Freely on its weight: It will produce a Curve very Similar to a Parabola opening upwards
Catenery
48
Commonwealth Act that is the Oldest ME Law
Commonwealth Act 294
49
Line Passing Through the Focus and Perpendicular to the Directrix of a Parabola:
Axis of the Parabola
50
Ratio of the distance between the Foci to the distance between the Vertices in either hyperbola or ellipse:
Eccentricity
51
Statement that one Mathematical Expression is Greater than or Less than another
Inequality
52
Curve generated by a point, which moves in Circular Motion about an Axis, while traveling with a constant speed (V), Parallel to the Axis
Helix
53
Possible Outcome of an Experiment
Event
54
Sequence of Numbers where the Succeeding Term is Greater than the Preceding Term
Divergent Series
55
A Branch of Mathematics which uses the properties of numbers by using Symbols or Letters to represent numbers in arithmetic operations; usually variables and unknown quantities; usually involves the use and Rearranging or Equations
Algebra
56
A series of sequential Methos for carrying out a Desire Procedure to solve problem
Algorithm
57
used for Expressing Wavelengths of Light or ultraviolet Radiation with a Unit or Length equal to 10-10 metre
Angstrom
58
A straight line, which a curve Approaches closely, But Never Meets or touches the curve
Asymptote
59
Collection of numbers or letters used to Represent a Number Arranged Properly in Rows and Columns
Array
60
A high-level Programming Language for the computer used to Express Mathematical and Scientific Problems in a manner that Resembles
Algol
61
in a traingle: a length of a line = square root if the sides adjacent to where this line started - (minus) the product of the segments of the third side
Angle Bisector
62
The Whole is Greater than any of its Parts
Axiom
63
Perpendicular Segment from a Vertex of the triangle to the line containing the Opposite Side
Altitude
64
SI unit of Area equal to 100 sq. m.
Arc
65
Angle that the Line of Sight to the Object is Above the eye of the observer
Angle of Elevation
66
Complex Algebra: Diagram to represent a Complex Plane
Argand Diagram
67
Area bounded by Two Concentric Circles
Annulus
68
Series of numbers in which each number / term is Derived from the preceding number by Adding a Constant Value to it:
Arithmetic Sequence
69
10 to the negative power of 18 (-18)
Atto
70
Quick Ratio = ratio of quick assets / current liabilities. AKA:
Acid Test Ratio
71
System of Units based on Time, Length and Mass
Absolute System
72
US Unit Capacity = solids equal to 7 056 cu. in. (0.1156 m3)
Barrel
73
Refers to a statistical distribution Having Two distinct Peaks of Frequency Distribution
Bimodal
74
straight line / plane that Divides a line, a plane, or an angle into Two Equal Parts
bisector
75
Law: the Curvature of the Central Fiber is proportional to the Bending Moment in homogeneous bar.
Bernoulli - Euler
76
Mathematical Method that Combines Two numbers, quantities, etc. to Give a Third Quantity. (ex. Multiplication of two numbers in arithmetic)
Binary Operation
77
Algebraic Expression having **Two Variables** in it. (ex. 3x + y)
**Bi**nomial
78
Algebra of Sets that has **Two binary operations** called Addition and Multiplication; may be used to **Represent Binary Logic**
**Boolean** Algebra
79
Logarithm having a **Base 10**:
**Briggsian** Logarithm
80
Any two Points along a Streamline in an Ideal Fluid in Steady Flow: **The sum of Pressure, Potential Energy, and Kinetic Energy has the Same Value.**
**Bernoulli's Energy** Theorem
81
If the Temperature of a confined gas does not change, the** Product of the Pressure and Volume is Constant**.
**Boyles** Law
82
**Quantity of Heat (Q)** required to raise the temperature of one Pound Mass of Water through one Degree Fahrenheit
British thermal unit (**Btu**)