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Which equation is correct?

Which equation is correct?-example-1
User Jokeman
by
5.8k points

2 Answers

4 votes

Answer:

I think the answer to your question is D.


User Ed Patrick Tan
by
6.1k points
1 vote

Answer:

The correct equation is:

d. cot x°=adjacent÷Opposite

Explanation:

  • We know that the cotangent trignometric function is given by:


\cot x=(B)/(P)

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,


\cot x=(adjacent)/(opposite)

Hence, option: a is incorrect.

Option: d is correct.

  • Also, the secant trignometric ratio is given by:


\sec x=(Hypotenuse)/(Base)

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

Which equation is correct?-example-1
User Ilya Sulimanov
by
6.1k points