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Mathematics, 26.09.2019 18:00 xojade

if ∠hfg is complementary to ∠acb, then

a.∠acb is complementary to∠dfh
b.∠acb≅∠dfh
c. ∠acb is supplementary to ∠dfh
d.∠acb≅∠hfg


if ∠hfg is complementary to ∠acb, then  a.∠acb is complementary to∠dfh  b.∠

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if ∠hfg is complementary to ∠acb, then

a.∠acb is complementary to∠dfh
b.∠acb≅∠df...
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