AM=MP=PR=BR=5 m
BC=100 m
AR=AM+PM+RP=5+5+5=15 m
AB=AR+BR=15+5=20 m
RS║BC⇒
[tex]\frac{AR}{AB} =\frac{RS}{BC} \\\\\frac{15}{20} =\frac{RS}{100} \\\\RS=100\cdot 15:20=75\ m[/tex]
AP=AM+MP=5+5=10 m
PQ║BC⇒
[tex]\frac{AP}{AB}=\frac{PQ}{BC}\\\\ \frac{10}{20}=\frac{PQ}{100}\\\\ PQ=50\ m[/tex]
M mijlocul lui AP
N mijlocul lui AQ⇒ MN linie mijlocie in ΔAPQ⇒ MN=PQ:2=25 m
MN+PQ+RS=75+50+25=150 m
Raspuns: a) 150 m
Un alt exercitiu de geometrie gasesti aici: https://brainly.ro/tema/8061384
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