Question
A slide is 4.1 m long and makes an angle with the ground of 40 ° . To the nearest hundredth of a meter, how far above the ground is the top of the slide? Please show all work in order to receive full credit.
Answers
GPT 3.5
To find the vertical height of the slide, we can use trigonometry.
We are given the length of the slide is 4.1 m and the angle with the ground is 40°.
Let's call the vertical height of the slide h.
Using trigonometry, we can say that:
h = length of the slide * sin(angle)
h = 4.1 * sin(40°)
h = 4.1 * 0.64278760968
h ≈ 2.63
Therefore, the top of the slide is approximately 2.63 meters above the ground.
We are given the length of the slide is 4.1 m and the angle with the ground is 40°.
Let's call the vertical height of the slide h.
Using trigonometry, we can say that:
h = length of the slide * sin(angle)
h = 4.1 * sin(40°)
h = 4.1 * 0.64278760968
h ≈ 2.63
Therefore, the top of the slide is approximately 2.63 meters above the ground.