Mathematics
Grade10
Easy
Question
A submarine is at a height of − 22 m from the sea level. During a diving exercise, the diver rises 10 m, falls 7 m and then rises once again by 14 m. What is the submarine’s final height from sea level?
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)
- 7 m
- - 5 m
- 4 m
- - 8 m
Hint: