Mathematics
Grade9
Easy
Question
Direction : In a triangular box, shelves are divided as shown in the image; EF = 5 cm is just below the midsegment, CD = 3 cm is just above the midsegment.
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)
What is the length of base of the box?
- 8
- 10
- 6
- 4
Hint: