Answer:
Explanation:
Given the coordinates P(-245, 143), we can determine the values of sine and cosine.
a. sin =
To find the sine value, we need to know the angle corresponding to the given coordinates. However, the question does not provide an angle. Therefore, we cannot determine the sine value.
C. sin 0
The notation "sin 0" suggests that we are looking for the sine value of angle 0 degrees. The sine of angle 0 degrees is 0.
b. sin 0 =
Similarly, this notation suggests that we are looking for the sine value of angle 0 degrees, which is 0.
d. sin 0
Once again, this notation indicates the sine value of angle 0 degrees, which is 0.
24
145
-;cos
To find the cosine value, we need to know the angle corresponding to the given coordinates. However, the question does not provide an angle. Therefore, we cannot determine the cosine value.
24
145
143
145;cos
Here, we have two different notations that suggest we are looking for the cosine value of angle 145 degrees. The cosine of angle 145 degrees cannot be determined with just the given coordinates. We need additional information, such as the length of the side adjacent to angle 145 degrees, to calculate the cosine value.
In summary, without specific angles or additional information, we can only determine the sine value of angle 0 degrees, which is 0. The cosine values cannot be determined with the given information.