The total amount of degrees in a right triangle
180
A2 + B2 =
C2
AC current produces this type of wave
Sine
Angles are always expressed in this unit
Degrees
The Flow of Alternating Current (A/C)
Bi-Directional
This is always true about a right triangle
One angle is at 90 degrees
C2 + B2 =
A2
Sine waves are the most common waveform they are produced by this
Rotating Machines
This Side is always opposite the Right angle (90*)
Hypotenuse
This is a complete waveform of 360 degrees
Cycle
This side is always labeled "C"
Hypotenuse
C2 - A2 =
B2
360 degrees produces a complete one of these
Sine Wave/ Cycle
Side connected to the angle that is not the hypotenuse
Adjacent
The number of cycles in a second is what we call this
Frequency
Correct this phrase "A"- is for "apples", "B"- is for "bananas"
A- is for Altitude, B- is for Base
SEE DRAWING BOARD
FOR EQATION
C
At this degree of Rotation Peak Value is achieved
90-degrees
Side that is not the hypotenuse not connected to the angle
Opposite
This is the Standard Frequency in the United States
60 Hertz (Dis 'Merica)
A right triangle with two equal angles
Isosceles
SEE DRAWING BOARD FOR EQATION
BC^2 (square)
At this Degree of rotation Max Negative value is reached
270-Degrees
These two sides that make up the 90-degree angle in a right triangle are labeled this
A,B
The Voltage at any point on the sine wave is referred to as instantaneous voltage and is equal to the maximum value (Peak), times this
sine of angle