Estimating Photon Escape Time from Center of Sun

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Estimating the escape time for a photon from the center of the Sun involves using the formula S = D/T, where S is speed, D is distance, and T is time. The Sun's radius is approximately 696,000 km, and light travels at about 3 x 10^8 m/s. If there were no interactions, one could calculate the time it would take for a photon to travel this distance by rearranging the equation to T = D/S. However, the actual escape time is significantly longer due to interactions within the Sun's dense core. This calculation serves as a theoretical exercise rather than a reflection of real conditions.
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I have a question that I can't figure out. In the Sun, it takes several hundred thousand years for a photon released in the core to reach the surface. Use the speed of light and the radius of the sun to estimate the escape time for a photon from the center of the sun if there were no interaction.

The suns radius is 696,000km and light travels at 3 x10c/s...this is where I get lost. Can anyone help me?
 
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Do you know the equation for relating distance, speed, and time?
 
S=\frac{D}{T}

It's just a case of plugging the numbers into the equation.Russ would this qualify as a homework question?
 
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