Length of a spring with mass m, length l, and spring constant k when suspended

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FrozenWinters
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A spring of mass m, length l, and spring constant of k, is suspended. What is its length at equilibrium?

My current approach: look at the change in expansion relative to distance of the unexpanded spring. However, the differential equation I revive is unsolvable.
 
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F=-kx+mg...when does that equal 0? (This x gives the stretching)