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√(x+10)+8=3?
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\[\sqrt{x+10} +8=3\] \[\sqrt{x+10}=3-8\] \[\sqrt{x+10}=-5\] Now squaring on both sides \[x+10=25\] \[x=25-10=15\] Now checking the solution: \[\sqrt{15+10}+8=3\] \[\sqrt{25}+8=3\] \[5+8=3;13=3 \] is not rue So, The given equation has no real Solution
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