Description
A man is 2,000 m from the base of a tower and is launching a rocket in the direction of the same tower. When the rocket takes off the change in the angle between the flight path and the land is represented by Φ(t) according to time. Knowing that Φ'(t) = Π/3, determine:
1. The height of the rocket when Φ = Π/3 radians.
Please explain how you arrived at your answer.
Explanation & Answer
Attached is the final answer for the question
A man is 2,000 m from the base of a tower and is launching a rocket in the direction of the same
tower. When the rocket takes off the change in the angle between the flight path and the land is
represented by Φ(t) according to time. Knowing that Φ'(t) = Π/3, determine:
1. The height of the rocket when Φ = Π/3 radians.
Please explain how you arrived at your answer.
H=?
2000 metres
𝜋
𝑟𝑎𝑑𝑖𝑎𝑛𝑠
3
This question basically wants to test whether we are conve...
Review
Review
24/7 Homework Help
Stuck on a homework question? Our verified tutors can answer all questions, from basic math to advanced rocket science!
Similar Content
Related Tags
The Color Purple
by Alice Walker
Crime and Punishment
by Fyodor Dostoyevsky
Steppenwolf
by Hermann Hesse
Night
by Elie Wiesel
No Exit
by Taylor Adams
Death Of A Salesmen
by Arthur Miller
The Second Sex
by Simone de Beauvoir
Bridge to Terabithia
by Katherine Paterson
Where the Crawdads Sing
by Delia Owens