Part A
Jupiter has a diameter of 142,984 kilometers. Assume that a basketball with a diameter of 25 centimeters represents the
planet Jupiter. Find the scale (ratio) between Jupiter and the basketball. Then use this ratio to find the scaled diameter of
the other planets.
For example, to find what Saturn\'s size would be after adjusting it to scale, follow these steps. Let the scaled diameter of
Saturn be d centimeters. If Jupiter\'s diameter, 142,984 kilometers, is scaled to 25 centimeters, Saturn\'s diameter of
120,536 kilometers will be scaled to about 21 centimeters:
143,984
130,536
35
d
M
130,53635
14,084
d P21 cm
Next, look at the table of real-world spherical or nearly spherical objects, and choose the object that best matches the
scaled diameter of each planet.
Use this table and the process shown above to complete the table.
BIVX X₁ 10pt
AY2
V
Mars Jupiter Saturn Uranus Neptune
142,984
120,536 51,338 49,528
Mercury Venus Earth
Diameter (km)
48879
Scaled diameter (cm)
Spherical object
25
21
basketball volleyball
12,104 12,756 6,792
Answer
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MisterBrainly 1 year ago
2681 response - 0 helps

Let's find the ratio

For basketball radius=r_1=25cm

For Jupiter radius=r_2=142984×10⁵cm

So

Ratio

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