Question

b. Measure and record the smallest angle i. An object K and an observer at X are formed between lines C and D at E. shown below. Draw a line indicating a line of sight to an object L that lies 35° below object K on the plane of the paper as viewed by the observer at X. c. Based upon the diagram, what is the angle formed at point G between points F and H? j. Below is shown a top view of part of the solar system with the location of certain planets. Based on this drawing, what is the angular separation between the sun and Mars as viewed from the earth? d. Which letter of part c marks the vertex of the angle? e. Draw a line perpendicular, forming a 90 angle, to the horizontal line shown above in part c at the position marked G t. Draw in the lines of sight and determine what is the angle formed at point X be- tween points I and J Mars earth Venus g. In the illustration below draw the lines of sight to each star from the observers head, and measure and indicate the angular separation seen by the observer for the two stars. (Assume the stars and observer lie in plane of the page) k. Repeat the same approach as in part for the planet Venus. 2 Another application of angular measurement in astronomy is measuring apparent angular size of celestial objects. Complete the follow- ing parts a fof this question. a, Hold a large coin, such as a quarter or half dollar, at arms length and position your- self so that it just covers an object in your field of view. Now move the coin toward your eye, does the apparent angular size of h. Is t likely that two stars will have the same apparent angular separation as viewed by an observer on two different planets orbiting different stars? Explain. the coin inerease or decrease? b. Standing in the same position as in part a, hold a smaller coin at arms length. Adjust the coins distance from your eye i ilcovers the same field of view as originally in part a. Now the two coins present the same apparent angular size. Which coin, the larger or smaller, was closer to your eye? d. What is the maximum angular amount an observer can look above the horizon? e. If a celestial object is up from the ob- servers horizon, how many degrees above c. To the circle shown below draw lines of the horizon is the object? sight from position x to the edges of the circle. Measure the apparent angular size of the circle at position X and record below. Repeat for position Y f. If a celestial object is 30° above the hori- its position as the horizon. g. If a star is seen at the east point of the observers horizon, what angular amount above the horizon is the object? apparent angulare ize at X angular size at Y h. If the moon is 2/3 above the south point d. What are two reasons that a celestial ob- on the horizon, give its position in angular angle above horizon angle along horizon ject may have a large apparent angular size? e. Because the sun and moon have the same apparent angular size, we are occasionally able to enjoy the spectacular beauty of a total eclipse of the sun. If the sun is very much larger then the moon, why is it that i. If a planet is 10 above the horizon and they reent the sme apparent angulir 135 from the north point, give its posi- tion in terms of a fraction above the horizon and compass direction along size? f. If the moon is slowly moving away from the earth, what do you predict solar eclipses to be like in the distant future fraction above horizon compass direction along horizon 3. The horizon system is a particularly useful j. The diagram below shows the location of celestial objects in the sky. The position of the celestial object can be described in terms es. One angle is measured along the horizon eastward from a star in an observers sky, Determine the angle and fraction above the horizon, and the angle and compass direction ured upward from the point on the horizon below the object, See illustration on page 6 Based upon the above information complete or a. For an observer looking along his horizon what compass direction is 270° away from the north point? b. For an observer looking along his hori zon toward the east point, how many degrees are between the east point and north point? angle above horizon fraction above horizon ㅡㅡ ㅡ ㅡㅡㅡㅡㅡ ㅡ c. For an observer looking along his hori- zon what compass direction is 225° away from the north point? angle along horizon compass direction along horizon

0 0
Add a comment Improve this question Transcribed image text
Know the answer?
Add Answer to:
b. Measure and record the smallest angle i. An object K and an observer at X...
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for? Ask your own homework help question. Our experts will answer your question WITHIN MINUTES for Free.
Similar Homework Help Questions
  • 2. Another application of angular measurement in astronomy is measuring apparent angular size of celestial objects....

    2. Another application of angular measurement in astronomy is measuring apparent angular size of celestial objects. Complete the follow ing parts a - f of this question. a. Hold a large coin, such as a quarter or half dollar, at arms length and position your self so that it just covers an object in your field of view. Now move the coin toward your eye, does the apparent angular size of the coin increase or decrease? b. Standing in the...

  • c, To the circle shown below draw lines of sight from position x to the edges...

    c, To the circle shown below draw lines of sight from position x to the edges of the circle. Measure the apparent angular size of the circle at position X and reco below. Repeat for position Y apparent angular size at X apparent angular size at Y d. What are two reasons that a celestial ob- ject may have a large apparent angular size? e. Because the sun and moon have the same apparent angular size, we are occasionally able...

  • (1 pt) Suppose that f(x) = x(ln(x))19. Find f'(2)| f'(2) = (1 pt) A 18| ft...

    (1 pt) Suppose that f(x) = x(ln(x))19. Find f'(2)| f'(2) = (1 pt) A 18| ft ladder leans against a wall. The bottom of the ladder is 3] ft from the wall at time t = and slides away from the wall at a rate of 3ft/sec|. Find the velocity of the top of the ladder at time t = 2. The velocity of ladder at time t = 2 is TTC. (1 pt) A hot air balloon rising vertically...

  • Linear Momentum of an object is conserved At all times    b. Only when the net external...

    Linear Momentum of an object is conserved At all times    b. Only when the net external force on the object is Zero When the net external torque on the object is Zero    d. Never A truck of mass 4000 (kg) is moving at 10 (m/s). A car of mass 1000 (kg) is moving at 40 (m/s). So, the truck’s momentum, compared to the car, is Greater    b. Smaller    c. the same      d. Cannot say without knowing their accelerations A 1000...

  • 1. Show all the atepa neceasary to convert 2.00 kilometera into milea atarting from 2.54 cm...

    1. Show all the atepa neceasary to convert 2.00 kilometera into milea atarting from 2.54 cm 1 inch. Explicitly ahow how the intermediate unita divide out in the converaion. 2. A poaition veotor ia alwaya drawn with ita tail at the origin. It haa unita of length and it locatea a point in a choaen coordinate ayatem. A diaplacement veotor ia drawn with ita tail anywhere in the coordinate apace. Diaplacement vectora alao have unita of length and repreaent the...

  • Please let me know questions 3 through 9. 1. Show all the atepa neceasary to convert...

    Please let me know questions 3 through 9. 1. Show all the atepa neceasary to convert 2.00 kilometera into milea atarting from 2.54 cm 1 inch. Explicitly ahow how the intermediate unita divide out in the converaion. 2. A poaition veotor ia alwaya drawn with ita tail at the origin. It haa unita of length and it locatea a point in a choaen coordinate ayatem. A diaplacement veotor ia drawn with ita tail anywhere in the coordinate apace. Diaplacement vectora...

  • A) 707N B) 856N C 173N D) IOON E) 14N Ann the Astronaut is 5.90 feet...

    A) 707N B) 856N C 173N D) IOON E) 14N Ann the Astronaut is 5.90 feet tnll on earth She lands on planet Z and is measured on earth? 5. Am syiect that is orbiting the Farth at a beight of tree Ear adi from the center of the Earth bas a weight or iNm erthis 6. A taxxicab moves ive blocks dhse north, five blocks due east and another two blocks due north. Assume all blocks are of equai...

ADVERTISEMENT
Free Homework Help App
Download From Google Play
Scan Your Homework
to Get Instant Free Answers
Need Online Homework Help?
Ask a Question
Get Answers For Free
Most questions answered within 3 hours.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT