Mathematics
Grade9
Easy
Question
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)
ABCED is a kite, AB = 5x – 12, AC = 3x – 2 , BE = 4x , CE = 7x -15 , DC = 10 units,
AB, AC, BE, CE, DC are line segment
Find CE.
- 15
- 20
- 25
- 30
Hint: