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What figure is formed by a terminal side and an initial side?
An angle on the coordinate plane
A is an angle whose sin is 37 and whose secant is negative Its vertex is the origin and one side is the positive x axis. What quadrant does the terminal side of the angle reach?
There is no such angle, since the sine of an angle cannot be greater than 1.
How do you convert angle degrees to mm offset if you know the length of the side?
This question is ambiguous. If you have an original side, and you know the terminal (final) side, and you know the terminal angle (between the two sides), then there's really not that much more. For rectangular coordinates (x and y) of offsets, use sines and cosines. Vertical offset is (terminal sidelength)*sin(DEGREE MEASURE) Horizontal offeset is (terminal sidelength)*cos(DEGREE MEASURE)
Why is ninety degree not taken as the angle of reference?
in trig a reference angle is ised to create a reference triangle in the first quadrant by using any point except the origin that lies on the terminal side of the ref. angle and drawing a perpendicular to the x-axis. for 90 degrees the terminal side is the y-axis and the perpendicular would not create a triangle, but just retrace the y-axis.
What is asa in algebra?
this is used in trigonometry. its means angle side angleothers include ssa (side side angle), saa (side angle angle), ssa (side side angle), sas (side angle side), sss (side side side), aaa (angle angle angle)
What is the terminal side of an angle?
a ray of an angle that rotates around the vertex
What figure is formed by a terminal side and an initial side?
An angle on the coordinate plane
What is the angle when the terminal side of an angle in standard position lies along one of the axes?
Quadrantal angle
A is an angle whose sin is 37 and whose secant is negative Its vertex is the origin and one side is the positive x axis. What quadrant does the terminal side of the angle reach?
There is no such angle, since the sine of an angle cannot be greater than 1.
How do you convert angle degrees to mm offset if you know the length of the side?
This question is ambiguous. If you have an original side, and you know the terminal (final) side, and you know the terminal angle (between the two sides), then there's really not that much more. For rectangular coordinates (x and y) of offsets, use sines and cosines. Vertical offset is (terminal sidelength)*sin(DEGREE MEASURE) Horizontal offeset is (terminal sidelength)*cos(DEGREE MEASURE)
How to express sin of an angle in terms of the terminal angle?
sin312 the terminal angle of 312 is equal to 48 degrees! That's all i know!
Why is ninety degree not taken as the angle of reference?
in trig a reference angle is ised to create a reference triangle in the first quadrant by using any point except the origin that lies on the terminal side of the ref. angle and drawing a perpendicular to the x-axis. for 90 degrees the terminal side is the y-axis and the perpendicular would not create a triangle, but just retrace the y-axis.
What postulate proves that two triangles are congruent?
Side Side Side Side Angle Side Angle Side Side Angle Side Angle Side Side Angle Angle Angle Side With Angle congruency and Side congruency in that order
What is asa in algebra?
this is used in trigonometry. its means angle side angleothers include ssa (side side angle), saa (side angle angle), ssa (side side angle), sas (side angle side), sss (side side side), aaa (angle angle angle)
What are the congruence shortcuts?
SSS-side, side, side SAS-side, angle, side ASA-angle, side, angle SAA-side, angle, angle
What ways can you show that triangles are similar?
Angle side angle, side side side, hypotenuse length, side angle side, angle angle side.
What Angle function is standard position to the?
The angle function in standard position is typically measured from the positive x-axis in a counterclockwise direction. An angle is in standard position when its vertex is at the origin of a coordinate plane, and its initial side lies along the positive x-axis. The terminal side of the angle is determined by the angle's measure, and it can be positive or negative, depending on the direction of rotation.
