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MIDLINE THEOREM

  • According to the Midline Theorem, the segment connecting two triangle sides at their midpoints is parallel to the third side and half its length.

Activity 1

  • 48
  • 29
  • 26
  • 13.5
  • 18

=================

Activity 2

  • 49
  • 10
  • 38
  • X=3
  • 21

=================

Solution:

Activity 1

1.MT?

  • MT=VC×2
  • MT=24×2
  • MT=48

2.VC?

  • VC=MT÷2
  • VC=58÷2
  • VC=29

3.AM?

  • AM=VM×2
  • AM=13×2
  • AM=26

4.AC?

  • AC=AT÷2
  • AC=27÷2
  • AC=13.5

5.AM + AT?

  • AM + AT=AV×2 + CT × 2
  • AM + AT=4×2+5×2
  • AM + AT=8 + 10
  • AM + AT= 16

=================

Activity 2

1.CL?

  • CL=NO×2
  • CL=24.5×2
  • CL=49

2.DO?

  • DO=LD÷2
  • DO=20÷2
  • DO=10

3.CD + DL

  • CD + DL=ND × 2 + LO × 2
  • CD + DL=9×2 + 10×2
  • CD +DL=16 + 20
  • CD + DL=36

4-5 Find the value of X.

  • 3x-2 = 9x-13÷2
  • 3x-2/1= 9x-13/2
  • 6x-4=9x-13
  • 6x-4+4=9x-13+4
  • 6x=9x-9x
  • 6x-9x=9x-9-9x
  • -3x=-9
  • -3x/-3=-9/-3
  • X=3

Checking

  • 3x-2
  • 3×3-2
  • 7✅

Checking

  • 9x-13
  • 9×3-13
  • 14✅

NO+CL

  • 7+14
  • 21

#Carryonlearning

Hope it helps..

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