If light takes 8 minutes to travel from the sun to Earth and 5 hours to travel from the sun to Pluto, what is the distance from the sun to Pluto?

distance divided by speed of light= 150,000,000/300,000= 500 seconds 8.3333 8.3 minutes now divide this by 60 x 24 x 365.25. so you will get answer= .000015823 light years.

$1 arc sec= (1/3600)^o=(1/3600)(pi/180)$ radian=4.848 E-06 radian. 1 AU = 149697871 km 1 parsec = 1 AU/(1arc second in radians) = 30.86 trillion km

The speed of light per second is approximately 186,000 miles and the distance of Pluto from is 3.67 billion miles. If we divide the m/ps of the light from the...

Use $v=sqrtmu((2/r)-(1/a))$, perihelion = $a(1-e)$ and aphelion $= a(1+e)$. Here e = 0.25, approximately. Now, for any planet, the ratio of the speeds at perihelion and aphelion becomes $sqrt((1+e)/(1-e))$ and...

Velocity is defined as the rate of travel, and can be found using the distance formula. $"velocity" = "distance"/"time"$ Rearranging this formula we can solve for distance given velocity and...

As for Pluto is 5,906,376,272 km from . (It should vary very fast) The light speed is 299 792 km/s So you have to divide the distance...

5.5 Light hours = 0.000627424 Light years 1 Light Year = 9.4 x $10^12$ km 0.000627424 Light Years = 0.000627424 * 9.4 x $10^12$ 0.000627424 Light Years = 5.89 x...

This is calculated using the following formula. z = c * t Where, z is the distance to the object. c is the speed of light. t is the time...

The stationary point in-between Sun and Pluto is distant r1 from Sun and r2 from Pluto, The average of r1 + r2 = the semi-minor axis of the planet's...

Converted into light minutes it comes to 251.1 light minutes.