Given: LST 81.1 deg W, 29.2 deg N, Ω = 150◦,i = 30◦. Find: Time in...

Given: LST 81.1 deg W, 29.2 deg N, Ω = 150◦,i = 30◦. Find: Time in hours until the next launch window opens and launch azimuth β.

Expert Solution

Summary:-

In this question we used some general rules of time to calculate time until the next window opens and then we calculated launch azimuth by its corresponding formula.

genius_generous answered 1 year ago

Problem 1: For a city at 42 deg N latitude, 93 deg W longitude, determine the...

Problem 1: For a city at 42 deg N latitude, 93 deg W longitude, determine the Local Civil Time (CT) for the sunset on May 21 for central standard time.

You are given a number of 30 Ω resistors, each capable of dissipating only 3.2 W...

You are given a number of 30 Ω resistors, each capable of dissipating only 3.2 W without being destroyed. What is the minimum number of such resistors that you need to combine in series or in parallel to make a 30 Ω resistance that is capable of dissipating at least 8.0 W?

x(n)=(1/4)|n|, find x(ω)

the supply function in a job market is given by l = -150 + 2.5 w...

the supply function in a job market is given by l = -150 + 2.5 w and demand function is l = 210 - 1.5w. suppose the government imposes tax. currently tax is 15.3 percent of wages, with workers paying 7.65% and employers paying the other 7.65%. calculate the percentage change in wage and labor due to tax.

You are given a number of 37 Ω resistors, each capable of dissipating only 3.8 W...

You are given a number of 37 Ω resistors, each capable of dissipating only 3.8 W without being destroyed. What is the minimum number of such resistors that you need to combine in series or in parallel to make a 37 Ω resistance that is capable of dissipating at least 11.3 W?

You are given a number of 23 Ω resistors, each capable of dissipating only 3.4 W...

You are given a number of 23 Ω resistors, each capable of dissipating only 3.4 W without being destroyed. What is the minimum number of such resistors that you need to combine in series or in parallel to make a 23 Ω resistance that is capable of dissipating at least 9.5 W?

In 1900, the magnetic bearing of a line was N 25° 30’ W and the magnetic...

In 1900, the magnetic bearing of a line was N 25° 30’ W and the magnetic declination was 4° 20’ E. In 2020, the magnetic declination at this location is 1° 15’ E. What is the present magnetic bearing? CORRECT ANSWER IS N 22° 25’ W

Find T(t), N(t), aT, and aN at the given time t for the space curve r(t)....

Find T(t), N(t), aT, and aN at the given time t for the space curve r(t). [Hint: Find a(t), T(t), aT, and aN. Solve for N in the equation a(t)=aTT+aNN. (If an answer is undefined, enter UNDEFINED.) Function Time r(t)=9ti-tj+(t^2)k t=-1 T(-1)= N(-1)= aT= aN=

how do i find a peak in time complexity of O(log(n)) in a list? input: a...

how do i find a peak in time complexity of O(log(n)) in a list? input: a list of numbers or integers output: a possible local peak in the list for an example: calling function [2,3,8,9,5] would return 3 im thinking about using binary search but it would require a sorted list.

For a first order instrument with a time constant of 0.01 s, find M(ω) and φ...

For a first order instrument with a time constant of 0.01 s, find M(ω) and φ (ω) for the components of the input signal F(t) = 6.5 sin(2π(3.2)t) + 4 sin(2π(32)t). Plot M(ω) and φ (ω) vs. log(ωτ) on two separate plots. Include M(ω) and φ (ω) points for F(t) on the appropriate plot. Plot the input and output signals vs. time on the same graph.

Question