The value of sine corresponds directly to the y-coordinate of a point on the unit circle. As the angle increases from 0 to 90 degrees (or 0 to π/2 radians), the sine value rises from 0 to 1, reflecting the increasing height of the point on the circle. Conversely, as the angle moves from 90 degrees to 180 degrees, the sine value decreases back to 0, aligning with the y-coordinate's behavior as it moves downward. This relationship highlights the sine function's periodic nature and its geometric interpretation.
The point (4y) is in the format of (x, y), where x is 4y and y is the second coordinate. However, since there is no specific value given for y, we cannot determine a numerical value for the y-coordinate. The y-coordinate of the point is simply y.
Sine: the y-coordinate. Cosine: the x-coordinate. Tangent: the ratio of the two (y/x).
cosine, sin* * * * *No. They are the horizontal or x-coordinate, called the abscissa; and the vertical or y-coordinate, called the ordinate.
We know that its Y coordinate value is zero.
In a Cartesian coordinate system, the coordinates are expressed as (x, y). A negative coordinate occurs when either the x-value or the y-value is less than zero. For example, in the point (-3, 5), the x-coordinate is negative. Similarly, in the point (4, -2), the y-coordinate is negative.
The point (4y) is in the format of (x, y), where x is 4y and y is the second coordinate. However, since there is no specific value given for y, we cannot determine a numerical value for the y-coordinate. The y-coordinate of the point is simply y.
Sine: the y-coordinate. Cosine: the x-coordinate. Tangent: the ratio of the two (y/x).
cosine, sin* * * * *No. They are the horizontal or x-coordinate, called the abscissa; and the vertical or y-coordinate, called the ordinate.
Y=sin X is a function because for each value of X, there is exactly one Y value.
We know that its Y coordinate value is zero.
In a Cartesian coordinate system, the coordinates are expressed as (x, y). A negative coordinate occurs when either the x-value or the y-value is less than zero. For example, in the point (-3, 5), the x-coordinate is negative. Similarly, in the point (4, -2), the y-coordinate is negative.
The equation that represents a function where the y-coordinate is 7 times the x-coordinate is given by ( y = 7x ). This linear equation indicates that for any value of ( x ), the corresponding ( y ) value is seven times that value. It represents a straight line with a slope of 7 that passes through the origin.
Assuming 6 refers to the value of x, the y coordinate is 1
The sine of 180 degrees is 0. This is because, on the unit circle, the point corresponding to 180 degrees is located at (-1, 0), and the sine value represents the y-coordinate of that point. Therefore, sin(180°) = 0.
The x value is the first of a coordinate pair and tells you how far from the y axis the point is.
If Y = 0 then there is no value of X such that XY = 1.
To show that sin(90 degrees) is equal to 1, we can use the unit circle. At 90 degrees, the point on the unit circle has coordinates (0, 1), where the y-coordinate represents the sine value. Since the y-coordinate is 1 at 90 degrees, sin(90 degrees) is equal to 1. This can be visually represented on the unit circle diagramatically.