To avoid a storm, a pilot of a vintage biplane flies up 2,500 feet, but stays below 32,000 feet. Write and solve an inequality to find the maximum original altitude of the plane.

a + 2,500 > 32,000; a > 34,500

a + 2,500 < 32,000; a < 29,500

a + 2,500 < 32,000; a < 34,500

a + 2,500 > 32,000; a > 29,500

Question

Gordon Eaton

Mathematics

29 June, 11:42

To avoid a storm, a pilot of a vintage biplane flies up 2,500 feet, but stays below 32,000 feet. Write and solve an inequality to find the maximum original altitude of the plane.

a + 2,500 > 32,000; a > 34,500

a + 2,500 < 32,000; a < 29,500

a + 2,500 < 32,000; a < 34,500

a + 2,500 > 32,000; a > 29,500

+1

Answers (1)

Know the Answer?

Abram Booker · Answer 1

a + 2,500 < 32,000; a < 29,500

Step-by-step explanation:

This shows the 2,500 can be adapted to become less than 29,500 in additional measure when flying.

As 2,500 + 29,500 = 32,000

The a+2,500<32,000 is also correct as this shows less than and confirms that the biplane stays below 32,000.

To avoid a storm, a pilot of a vintage biplane flies up 2,500 feet, but stays below 32,000 feet. Write and solve an inequality to find the maximum original altitude of the plane.a + 2,500 > 32,000; a > 34,500a + 2,500 < 32,000; a < 29,500a + 2,500 < 32,000; a < 34,500a + 2,500 > 32,000; a > 29,500