Answer:
The correct equation is:
d. cot x°=adjacent÷Opposite
Explanation:
- We know that the cotangent trignometric function is given by:

where B and P represents the Base and perpendicular of the right triangle corresponding to angle x.
The side base is adjacent to angle x and Perpendicular side is opposite to the given angle x.
Hence, we may also write,

Hence, option: a is incorrect.
Option: d is correct.
- Also, the secant trignometric ratio is given by:

As we know that both base and hypotenuse are the sides which are adjacent to x.
Hence, sec x°=adjacent÷adjacent
Hence, options: b and c are incorrect