What is the input to a trigonometric function? a ratio the x position of

What is the input to a trigonometric function? a ratio the x position of a point on the circle a central angle of a circle the y position of a point on the circle

2 months ago

Solution 1

Guest Guest #3847
2 months ago

Answer: A central angle of a circle

Step-by-step explanation:

The trigonometric functions are also known as circular functions.

The two fundamental trigonometric functions are defined as the coordinates of a any point A  travelling around on the unit circle of radius  1 .

The input variable in trigonometric functions is the central angle of the circle 'x' such that we get sin x and cos x which give the x and y coordinates of A.

Hence, the input to a trigonometric function is a central angle of a circle.

Solution 2

Guest Guest #3848
2 months ago
The input to a trig function is definitely an angle (whether in degrees or expressed in radians).  That angle is also "a central angle of a circle."

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Solution 1
1. When it hit the ground=>y = 0 
=>By y = –0.04x^2 + 8.3x + 4.3 
=>0.04x^2 - 8.3x - 4.3 = 0 
=>x = [-(-8.3) +/- √{(-8.3)^2 - 4 x 0.04 x (-4.3)}]/[2 x 0.04] 
=>x = [8.3 +/- 8.34]/[0.08] 
=>x = 208.02 m

Your answer is A. 208.02 m

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3. B. Reaches a maximum height of 22 feet after 2.00 seconds.

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A graph can be defined as a pictorial representation or a diagram that represents data or values.

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