Air traffic controller has set a limit for the aeroplane to fly at minimum 6000 m above the ground but less than 10000 m.
Represent this in form of inequality. If the height from the ground is represented by h.

6, 000 \leq h < 10, 000

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6, 000 \leq h \leq 10, 000

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6, 000 < h < 10, 000

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6, 000 \leq h \geq 10, 000

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Solution

The correct option is A $6, 000 \leq h < 10, 000$
Given, h represent the height above the ground.

Step 1 : The minimum height for flying the plane is 6000 m.
This above statement can be represented as :
$6000 \leq h$

Step 2 : Also, The maximum height below which a plane is allowed to fly is 10,000 m, which means that h is less than 10,000 m
$h < 10, 000$

Combining both the inequalities:
$\Rightarrow 6, 000 \leq h < 10, 000$

Hence, it will be represented as:

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