stated to 2 decimal precision for the calculated magnitudes of proper motion. Using Equation 1.10, Tau Sco has a magnitude of proper motion of μ² = (μα+)² + (μs) ² 16.851 10.756 μ = ((989)² + (-2-39) 2 1/2 -1 mas y
stated to 2 decimal precision for the calculated magnitudes of proper motion. Using Equation 1.10, Tau Sco has a magnitude of proper motion of μ² = (μα+)² + (μs) ² 16.851 10.756 μ = ((989)² + (-2-39) 2 1/2 -1 mas y
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What is the magnitude of the proper motion in tau Leonis
![stated to 2 decimal
precision for the calculated magnitudes of proper
motion.
Using Equation 1.10, Tau Sco has a magnitude of
proper motion of
μ² = (μα+)² + (μs) ²
16.851
10.756
μ = ((989)² + (-23)
1/2
-1
mas y-¹](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F51d273a3-367d-4af3-91ad-b0c0575de2d9%2Fd066950d-c782-4855-b723-aa532efc8ac0%2Fa59e1v0g_processed.jpeg&w=3840&q=75)
Transcribed Image Text:stated to 2 decimal
precision for the calculated magnitudes of proper
motion.
Using Equation 1.10, Tau Sco has a magnitude of
proper motion of
μ² = (μα+)² + (μs) ²
16.851
10.756
μ = ((989)² + (-23)
1/2
-1
mas y-¹
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