A paratrooper falls to the ground along a diagonal line. His fall begins 1683 meters above the ground, and the line he follows h

Question

2 years ago

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A paratrooper falls to the ground along a diagonal line. His fall begins 1683 meters above the ground, and the line he follows h

as a slope
of 1.7. That is, he falls 1.7 meters vertically for every 1 meter he moves across horizontally. How far horizontally across the ground does
he land from his initial position in the sky?

Mathematics

1 answer:

iragen [17] · Answer 1 · 2023-05-31T22:34:06+03:00

The distance horizontally across the ground the he land from his initial position is 990 meters.

The slope of a line shows how steep the line is. The slope is calculated using the formula:

Slope = vertical rise / horizontal run

From the question, the slope is 1.7. Hence:

Slope = vertical rise / horizontal run

1.7 = 1683 m / horizontal run

Horizontal run = 990 meters

Hence, the distance horizontally across the ground the he land from his initial position is 990 meters.

Find out more on slope at: brainly.com/question/3493733