dyan po sa assessment lll direction A & B kuya sakuragi1904,sana masagutan mo kuya T^T . Created by ZhAeTHEthird3rdOne1. Math

Answer:II means 'is parallel to"BCBACATriangle Midsegment Theorem:The side of the larger triangle is always twice as long as the side of the smaller triangle it was paralleled withThe side of the smaller triangle is always 1/2 of the length of the side of the larger triangle it was paralleled with4.5.B. Helpful clues:The line that bisects the triangle (a.k.a midsegment) will always be 1/2 the length of the side of the the triangle it was paralleled with (Example: No.6)The two sub-side of the bisected side of the triangle will always have the same length (Example: No. 4) 1. x=? Bonus: 6. x=8, Find x-4#Brainly

dyan po sa assessment lll direction A & B kuya sakuragi1904,sana masagutan m...

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ZhAeTHEthird3rdOne1 @ZhAeTHEthird3rdOne1

October 2022 1 12 Report

dyan po sa assessment lll
direction A & B kuya sakuragi1904,sana masagutan mo kuya T^T

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PolyMATH

Verified answer

Answer:

II means 'is parallel to"

Triangle Midsegment Theorem:

The side of the larger triangle is always twice as long as the side of the smaller triangle it was paralleled with

The side of the smaller triangle is always 1/2 of the length of the side of the larger triangle it was paralleled with

$AB = 2NL\\AB = 2 (16cm)\\AB = 32CM$

$ML=\frac{1}{2}AC\\ML= \frac{1}{2} (72mm)\\ML = 36mm$

Helpful clues:

The line that bisects the triangle (a.k.a midsegment) will always be 1/2 the length of the side of the the triangle it was paralleled with (Example: No.6)
The two sub-side of the bisected side of the triangle will always have the same length (Example: No. 4)

1. x=?