Question
In $\square$ SLED $, \mathrm{SL}=2(x+5), \mathrm{LE}=x^{2}+6,$ and $\mathrm{ED}=3(10-x)$.CAN'T COPY THE FIGUREFind SL.
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In $\square$ SLED $, \mathrm{SL}=2(x+5), \mathrm{LE}=x^{2}+6,$ and $\mathrm{ED}=3(10-x)$. CAN'T COPY THE FIGURE Find LE.
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In $\square$ SLED $, \mathrm{SL}=2(x+5), \mathrm{LE}=x^{2}+6,$ and $\mathrm{ED}=3(10-x)$. CAN'T COPY THE FIGURE Find ED.
In $\square$ SLED $, \mathrm{SL}=2(x+5), \mathrm{LE}=x^{2}+6,$ and $\mathrm{ED}=3(10-x)$. CAN'T COPY THE FIGURE Find $x$.
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