Mathematics, 18.02.2021 23:00 makaylahunt

Given points L(−2,−2), A(−6,−3), U(−14,−5), X(4,−5), and P(0,−3), which of the following proves that △XUL~△PAL? By the Distance Formula, LX=35–√, PL=5–√, LA=17−−√, and LU=317−−√. Since, LXPL=LULA=31=3, and ∠L≅∠L by the Reflexive Property, △XUL∼△PAL by SAS ∼.

By the Distance Formula, LX=317−−√, PL=17−−√, LA=5–√, and LU=35–√. Since, LXPL=LULA=31=3, and ∠L≅∠L by the Reflexive Property, △XUL∼△PAL by SAS ∼.

By the Distance Formula, LX=317−−√, PL=17−−√, LA=5–√, and LU=35–√. Since, LXPL=LULA=31=3, and ∠L≅∠L by the Reflexive Property, △XUL∼△PAL by SSS ∼.

By the Distance Formula, LX=35–√, PL=5–√, LA=17−−√, and LU=317−−√. Since, LXPL=LULA=31=3, and ∠L≅∠L by the Reflexive Property, △XUL∼△PAL by SSS ∼.

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Given points L(−2,−2), A(−6,−3), U(−14,−5), X(4,−5), and P(0,−3), which of the following proves that...