What is the diameter of the Sun in Miles? The actual diameter of the Sun more like 865,000 miles. What is the %-Error in your calculated value? Given that the Diameter of Earth is about 7200 miles, how many Earths would fit across the Sun? You turn toward the east, seeing the full moon rising You find that half of your finger tip at arm's length also covers the diameter of the Moon! Given that the diameter of the Moon is about 2160 miles, approximately how far from Earth is the Moon in miles and km according to your calculations?

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O Apply to EOPS Program | Oxnar x
Oxnard College Foundation | Ox x
O Physics for Scientists and Engir
O Lab #1-Object Height-Physics 1 X
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O File | /home/chronos/u-7350ac2bc1a9c6b5ddc2828cec1f788f2e63fd3e/MyFiles/Downloads/Lab%20%231-Object%20Height-Physics%20101-121%20on. Q
What is the diameter of the Sun in Miles?
The actual diameter of the Sun more like 865,000 miles. What is the %-Error in your calculated
value?
Given that the Diameter of Earth is about 7200 miles, how many Earths would fit across the
Sun?
You turn toward the east, seeing the full moon rising. You find that half of your finger tip at
arm's length also covers the diameter of the Moon! Given that the diameter of the Moon is about
2160 miles, approximately how far from Earth is the Moon in miles and km according to your
calculations?
M
• I 10:08
Transcribed Image Text:O Apply to EOPS Program | Oxnar x Oxnard College Foundation | Ox x O Physics for Scientists and Engir O Lab #1-Object Height-Physics 1 X C Get Homework Help With Cheg x O File | /home/chronos/u-7350ac2bc1a9c6b5ddc2828cec1f788f2e63fd3e/MyFiles/Downloads/Lab%20%231-Object%20Height-Physics%20101-121%20on. Q What is the diameter of the Sun in Miles? The actual diameter of the Sun more like 865,000 miles. What is the %-Error in your calculated value? Given that the Diameter of Earth is about 7200 miles, how many Earths would fit across the Sun? You turn toward the east, seeing the full moon rising. You find that half of your finger tip at arm's length also covers the diameter of the Moon! Given that the diameter of the Moon is about 2160 miles, approximately how far from Earth is the Moon in miles and km according to your calculations? M • I 10:08
O Apply to EOPS Program | Oxnar x
Oxnard College Foundation | Ox x
O Physics for Scientists and Engin
O Lab #1-Object Height-Physics 1 x
C Get Homework Help With Cheg
O File | /home/chronos/u-7350ac2bcla9c6b5ddc2828cec1f788f2e63fd3e/MyFiles/Downloads/Lab%20%231-Object%20Height-Physics%20101-121%20online-.
d. Diameter of the Sun
A
I h
d.
Standing on the beach at sunset, you extend the tip of your finger at your full arm length from
your face, covering the Sun. Upon moving your finger around, you find that only about half of its
width is needed to completely cover the Sun's diameter. You measure your finger width to be 0.5
inches. You know your arm length to be 28.0 inches. You have be told that the Sun is
approximately 93 million miles away. Use this information to determine the approximate
diameter of the Sun, filling in the table below with the proper quantities measure in meters.
1= ½ finger
x = Arm
length
A = angle
from eye
level to top of eye level
d = object
g = eye level
height
f = object
height from
h = Diameter
width
distance
of the Sun
object
TAZhat is tho diamoter of the Sun in Miloc?
•I 10:08
Transcribed Image Text:O Apply to EOPS Program | Oxnar x Oxnard College Foundation | Ox x O Physics for Scientists and Engin O Lab #1-Object Height-Physics 1 x C Get Homework Help With Cheg O File | /home/chronos/u-7350ac2bcla9c6b5ddc2828cec1f788f2e63fd3e/MyFiles/Downloads/Lab%20%231-Object%20Height-Physics%20101-121%20online-. d. Diameter of the Sun A I h d. Standing on the beach at sunset, you extend the tip of your finger at your full arm length from your face, covering the Sun. Upon moving your finger around, you find that only about half of its width is needed to completely cover the Sun's diameter. You measure your finger width to be 0.5 inches. You know your arm length to be 28.0 inches. You have be told that the Sun is approximately 93 million miles away. Use this information to determine the approximate diameter of the Sun, filling in the table below with the proper quantities measure in meters. 1= ½ finger x = Arm length A = angle from eye level to top of eye level d = object g = eye level height f = object height from h = Diameter width distance of the Sun object TAZhat is tho diamoter of the Sun in Miloc? •I 10:08
Expert Solution
Step 1 Given

 

     I=12finger width =0.25inches  = (0.25×0.0254)m=0.00635mx = arm length = 28 inches =(28×0.0254)m=0.7112mg =0d=93×106miles = (93×1609.34)m=149668.62m                     Advanced Physics homework question answer, step 1, image 1

So,

 

θ is the angle between from eye level to the top of the object θ=tan-1lx =tan-10.006350.7712=tan-1(0.00892)θ=0.51110

 

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