Answer:
To find the values of cos 105º and csc 105º, we can use the properties of trigonometric functions and the given values of cos -105º and csc -105º.
Since -105º is in the third quadrant, where cosine is negative and cosecant is negative, we can use the following relationships:
cos 105º = - cos (-105º)
csc 105º = - csc (-105º)
Using the given values:
cos 105º = - cos (-105º) = -(-0.26) = 0.26
csc 105º = - csc (-105º) = -(-1.03) = 1.03
Therefore, cos 105º = 0.26 and csc 105º = 1.03.
Explanation: