Question

What is the height of a tree that has a greater height than a giant sequoia but less height than a Coast Douglas fir? ( Giant Sequoia= 275 feet, Sugar Pine= 232 feet,Coast Douglas fir=281 feet, Port Orford Cedar=219 feet, Coast Redwood=321 feet)

Answer 1

The height of that tree is in interval (275, 281) feet.

Answer 2

The height of tree can lie in the range (275,281).

Explanation:

We are given the following information in the question:

Let x be the height of tree in feet.

We are given that:

Giant Sequoia= 275 feet, Sugar Pine= 232 feet,Coast Douglas fir=281 feet, Port Or-ford Cedar=219 feet, Coast Redwood=321 feet

The height of tree is greater than Giant Sequoia. This can be represented in the equation:

`x > 275`

The height of tree is less than a Coast Douglas. This can be represented in the equation:

`x < 281`

Combining both the equations we get:

`275 < x < 281`

Thus, the height of tree can lie in the range (275,281).