How do you solve $4 u - 13 < 2 u - 5$ $4u - 13< 2u - 5$ ?

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Answer 1 · 2018-04-26T14:45:44

$u < 4$ $u < 4$

$4 u - 13 < 2 u - 5$ $4u -13 < 2u - 5$

$4 u - 2 u < - 5 + 13$ $4u -2u < - 5 + 13$

$2 u < 8$ $2u < 8$

$:. u < 4$

How do you solve 4u - 13< 2u - 54u−13<2u−54u - 13< 2u - 5?