Question

Derive the distance module M=m-5log+5

Derive the distance module

M=m-5log+5

Homework Answers

Answer #1

Note that there is d in front of log10...

Know the answer?
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
Similar Questions
1. Use the Distance Modulus Formula, M=5 log r − 5 (where M is the distance...
1. Use the Distance Modulus Formula, M=5 log r − 5 (where M is the distance modulus and r is the distance from Earth to a star in parsecs), and the fact that 1parsec is approximately 3.3light years, to find the distance in light years from Earth to a star with distance modulus 0.79. ____ light years (If the answer is not an integer, enter it as a decimal rounded to the nearest hundredth, if needed.) 5. The population of...
. Let M be an R-module; if me M let 1(m) = {x € R |...
. Let M be an R-module; if me M let 1(m) = {x € R | xm = 0}. Show that 1(m) is a left-ideal of R. It is called the order of m. 17. If 2 is a left-ideal of R and if M is an R-module, show that for me M, λm {xm | * € 1} is a submodule of M.
Derive a relationship for percent depth (PDD) dose as a function of source to surface distance...
Derive a relationship for percent depth (PDD) dose as a function of source to surface distance (SSD).
Show that the following statement holds: i) for each simple module M, we have rad M...
Show that the following statement holds: i) for each simple module M, we have rad M = 0 II) for each module V and any maximal submodule J of V, rad (V/J) = 0
6. Consider a potential vortex of strength m, located at a distance h above a stationary...
6. Consider a potential vortex of strength m, located at a distance h above a stationary wall. Determine the complex potential function and derive the velocity and pressure fields. Is the vortex stationary?
In Apollo's lunar program, the command module, orbits the Moon, while the lunar module lands on...
In Apollo's lunar program, the command module, orbits the Moon, while the lunar module lands on the Moon's surface. The command module's orbit was circular and was 100 km above the Moon's surface. The speed of the orbit was uniform and lasted 2.00 hours. 1) Determine the tangential velocity of the module in m/ s 2) Determine the centripetal acceleration of the module
1. Let M be an R-module and if m0 ∈ M \ {0}, let us denote...
1. Let M be an R-module and if m0 ∈ M \ {0}, let us denote λ (m0): = {x ∈ R: xm0 = 0}. a) Prove that λ (m0) is a left ideal of R. b) Furthermore, if M is irreducible and there exists m M and r R such that rm = 0, then λ (m0) is a maximum ideal.
derive how the photocurrent generated by a PV cell depends on the distance from the light...
derive how the photocurrent generated by a PV cell depends on the distance from the light source. Hints: The shape formed by all points with a certain distance, d, from the light source is a sphere. The area of a sphere is A = 4πr2, where r is the radius, which means the distance from the center. Irradiance is the power of the light from the light source (which is constant) divided by the area. The photocurrent is directly proportional...
You Will need Radius of the Moon = 1.74 x 106 m Lunar Module Mass 5.56...
You Will need Radius of the Moon = 1.74 x 106 m Lunar Module Mass 5.56 x 103 kg G = 6.67 x 10-11 Nm2 / kg2 4. In Apollo's lunar program, the command module orbits the Moon, while the lunar module lands on the surface of the Moon. The command module's orbit was circular and was 110 km above the Moon's surface. The speed of the orbit was uniform and lasted 2.00 hours. Determine the centripetal force on the...
An observer experiences a sound wave intensity 9.00×10-5 W⋅m−2W⋅m−2 at a distance 5.22 m from a...
An observer experiences a sound wave intensity 9.00×10-5 W⋅m−2W⋅m−2 at a distance 5.22 m from a source which emits wave in all direction. What is power of the source?
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT