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The function y=x/tan x is (an even, an odd, neither an even nor an odd) function, and the function y=sec x/x is (an even, an odd, neither an even nor an odd) function.

The function y=x/tan x is (an even, an odd, neither an even nor an odd) function, and-example-1

2 Answers

7 votes

Answer:

1. even

2. odd

Explanation:

answered
User Alphaa
by
8.1k points
7 votes

Answer:

  1. even
  2. odd

Explanation:

You know that x is an odd function, tan(x) is an odd function, and sec(x) is an even function.

The ratio of two odd functions will be an even function, so ...

x/tan(x) is even

The ratio of an odd and an even function will be odd, so ...

sec(x)/x is odd

The function y=x/tan x is (an even, an odd, neither an even nor an odd) function, and-example-1
answered
User Colin Wang
by
8.5k points

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